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Raport de Activitate pe anul 2015 Cit˘ ari Institutul de Matematica “Simion Stoilow” al Academiei Romˆ ane
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Page 1: Raport de Activitate pe anul 2015 Cit˘ari

Raport de Activitate pe anul 2015Citari

Institutul de Matematica “Simion Stoilow” al Academiei Romane

Page 2: Raport de Activitate pe anul 2015 Cit˘ari
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Contents

1 Citari aparute ın 2014 si necontinute ın Raportul pe 2014 11.1 Autocitari . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 21

2 Citari aparute ın 2015 222.1 Autocitari . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 119

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1 Citari aparute ın 2014 si necontinute ın Raportul pe 2014

1. Dobrogowska, A,; Golinski, T., Lie bundle on the space of deformed skew-symmetric matrices,J. Math. Phys. Vol. 55, issue 11 (2014),Citeaza: Bloch, A., Brinzanescu, V., Iserles, A., Marsden, J. E., Ratiu, T.S., A class of integrableflows on the space of symmetric matrices, Communications in Math. Phys., 290, no. 2(2009), pag. 399 – 435

2. Sahin Bayram, Slant Riemannian maps to Kahler manifolds, Intern. J. Geom. Meth.Modern Phys Vol. 10, issue 2 (2014)Citeaza: Aprodu, M. A., Aprodu, M. Brinzanescu, V., A class of harmonic submersions andminimal submanifolds, Intern. J. Math. 11 99) (2000), pag. 1177 – 1191

3. Tosatti, V., Weinkove, B.,The Chern-Ricci flow on complex surfaces, Compositio Math. Vol.149, issue 12 (2014), pag. 2101 – 2138Citeaza: Brinzanescu, V., Neron-Severi group for nonalgebraic elliptic surfaces II, ManuscriptaMath. Vol. 84, Issue 3-4 (1994), pag. 415 – 420

4. M. Ghomi, Affine unfoldings of convex polyhedra, Geometry & Topology 18 (2014), 3055–3090Citeaza: J. Itoh, J. O’Rourke, C. Vılcu, Star unfolding convex polyhedra via quasigeodesic loops,Discrete Comput. Geom. 44 (2010), 35–54

5. Biswas, Indranil; Mj, Mahan; Pancholi, Dishant, Homotopical height, International JournalOf Mathematics Volume: 25 Issue: 13 Article Number: UNSP 1450123 Published:DEC 2014.Citeaza: Macinic, Anca; Cohomology rings and formality properties of nilpotent groups, JournalOf Pure And Applied Algebra Volume: 214, Issue: 10, Pages: 1818-1826

6. Bailet, Pauline, On the monodromy of Milnor fibers of hyperplane arrangements Canad. Math.Bull. 57 (2014), no. 4, 697-707Citeaza: Macinic, Anca; Stefan Papadima On the monodromy action on Milnor fibers of graphicarrangements, Topology Appl. 156 (2009), no. 4, 761-774

7. Suciu, Alexander I. Hyperplane arrangements and Milnor fibrations Ann. Fac. Sci. ToulouseMath. (6) 23 (2014), no. 2, 417481Citeaza: Macinic, Anca; Stefan Papadima On the monodromy action on Milnor fibers of graphicarrangements, Topology Appl. 156 (2009), no. 4, 761774

8. M. Montiel, F. Gomez, Music in the pedagogy of mathematics, Journal of Mathematics andMusic 8, 2 (2014), pag. 151–166Citeaza: D.T. Vuza, Supplementary Sets and Regular Complementary Unending Canons PartsI – IV, Perspectives of New Music 29, 2 (1991), pag. 22 – 49, 30, 1 (1992), pag. 184 –207, 30, 2 (1992), pag. 102 – 125, 31, 1 (1993), pag. 270 - 305

9. I. Gyorii, L. Horvath, Widely applicable periodicity results for higher order difference equations,Journal of Difference Equations and Applications 20, 5-6 (2014), pag. 883–924Citeaza: M. Andreatta, D.T. Vuza, On some properties of periodic sequences in Anatol Vireu’smodal theory, Tatra Mt. Math. Publ. 23 (2001), pag. 1–15

10. H. Caure, C. Agon, M. Andreatta Modulus p Rhythmic Tiling Canons and some implementationsin Open Music visual programming language, Proceedings of 40th International ComputerMusic Conference/ 11th Sound and Music Computing conference, September 2014,

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Athens, Greece, (2014), pag. 1077–1082Citeaza: D. T. Vuza, Supplementary Sets and Regular Complementary Unending Canons PartsI – IV, Perspectives of New Music 29, 2 (1991), pag. 22 – 49, 30, 1 (1992), pag. 184 –207, 30, 2 (1992), pag. 102 – 125, 31, 1 (1993), pag. 270 - 305

11. H. Caure, C. Agon, M. Andreatta Modulus p Rhythmic Tiling Canons and some implementationsin Open Music visual programming language, Proceedings of 40th International ComputerMusic Conference/ 11th Sound and Music Computing conference, September 2014,Athens, Greece, (2014), pag. 1077–1082Citeaza: D. T. Vuza, Sur le rythme periodique, Revue Roumaine de Linguistique-Cahiersde Linguistique Theorique et Appliquee, 22, 1, (1985), pag. 173–188,

12. Yun-PingDeng, Efficient dominating sets in circulant graphs with domination number prime,Information Processing Letters 114, (2014), pag. 700–702 Citeaza:D.T. Vuza, Supplementary Sets and Regular Complementary Unending Canons Part I, Per-spectives of New Music 29, 2 (1991), pag. 22 – 49

13. B. Loisel, P. Romon, Ricci Curvature on Polyhedral Surfaces via Optimal Transportation, Ax-ioms 3(1) (2014), pag. 119 – 139Citeaza: A.I. Bonciocat, K.T. Sturm, Mass transportation and rough curvature bounds for dis-crete spaces, J. Funct. Anal. 256 (9) (2009), pag. 2944 – 2966.

14. S. G. Pyatkov, E. I. Safonov, On some classes of linear inverse problems for parabolic systemsof equations, Sib. Elektron. Mat. Izv. 11 (2014), pag. 777 – 799Citeaza: A. Capatina, R. Stavre, A control problem in biconvective flow, J. Math. KyotoUniv., 37 (1997), pag. 585 – 595

15. Pazanin Igor, Javier Suarez-Grau Francisco, Analysis of the thin film flow in a rough domainfilled with micropolar fluid, Computers & Mathematics with Applications 68(12) (dec2014), pag. 1915 – 1932Citeaza: Dupuy D., Panasenko G. P., Stavre R., Asymptotic solution for a micropolar flow in acurvilinear channel, Z. Angew. Math. Mech. (ZAMM) 88(10) (2008), pag. 793 – 807

16. L.-Y. Zuo and Y.-R. Hou, Numerical analysis for a non-stationary Navier-Stokes-Darcy model,http://www.paper.edu.cn/en (2014).Citeaza: L. Badea, M. Discacciati and A. Quarteroni, Mathematical analysis of the Navier-Stokes/Darcy coupling, Numer. Math., 115, 2 (2010), pag. 195–227.

17. S. Riaz, Domain decomposition methods for variational inequlities, PhD. Thesis, School of Math-ematics, University of Birmingham (2014) (http://etheses.bham.ac.uk/4815/).Citeaza: L. Badea, Multigrid methods for some quasi-variational inequalities, Discrete andContinuous Dynamical Systems - Series S, 6, 6 (2013), pag. 1457–1471.

18. M. Cocou, A variational analysis of a class of dynamic problems with slip dependent friction, An-nals of the University of Bucharest (mathematical series), University of Bucharest,5 (LXIII), 2 (2014), pag. 279–297.Citeaza: L. Badea and M. Cocou, Internal and subspace correction approx- imations of implicitvariational inequalities, Mathematics and Mechanics of Solids, 20 (2015), pag. 1026–1048.

19. M. L. Hadji, A. Assala, F. Z. Nouri, A posteriori error analysis for NavierStokes equationscoupled with Darcy problem, Calcolo, DOI: 10.1007/s10092- 014-0130-z (2014).Citeaza: L. Badea, M. Discacciati and A. Quarteroni, Mathematical analysis of the Navier-Stokes/Darcy coupling, Numer. Math., 115, 2 (2010), pag. 195–227.

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20. D. Han, X. Wang and H. Wu, Existence and uniqueness of global weak solutions to a Cahn-Hilliard-Stokes-Darcy system for two phase incompressible flows in karstic geometry, Journalof Differential Equations, 257, 10 (2014), pag. 3887–3933.Citeaza: L. Badea, M. Discacciati and A. Quarteroni, Mathematical analysis of the Navier-Stokes/Darcy coupling, Numer. Math., 115, 2 (2010), pag. 195–227.

21. S. Riaz, Domain decomposition methods for variational inequlities, PhD. Thesis, School of Math-ematics, University of Birmingham (2014) (http://etheses.bham.ac.uk/4815/)Citeaza: L. Badea, On the Schwarz alternating method with more then two subdomains fornonlinear monotone problems, SIAM J. Numer. Anal., 28, 1 (1991), pag. 179–204.

22. H. Song, R. Zhang and W. Y. Tian, Spectral Method for the Black-Scholes Model of AmericanOptions Valuation, J. Math. Study, 47, 1 (2014), pag. 47–64.Citeaza: L. Badea and J.Wang, A new formulation for the valuation of Amer- ican options,II: Solution existence, in Analysis and Scientific Computing, Eun- Jae Park and Jongwoo Lee(Eds.), Proceedings of the 19th Daewoo Work- shop in Pure Mathematics, Volume19, Part II (1999), pag. 17–33.

23. S. Riaz, Domain decomposition methods for variational inequlities, PhD. Thesis, School of Math-ematics, University of Birmingham (2014) (http://etheses.bham.ac.uk/4815/)Citeaza: L. Badea and J. Wang, An Additive Schwarz method for variational inequalities, Math.of Comp., 69, 232 (2000), pag. 1341–1354.

24. D. Kiani, S. S. Madani, Binomial edge ideals with pure resolutions, Collectanea Mathematica65 / Springer (2014), Issue 3, pag 331-340Citeaza: V. Ene, A. Zarojanu, On the regularity of binomial edge ideals, MathematischeNachrichten 288 (2015) Issue 1, pag 19-24

25. V. Ene, J. Herzog, T. Hibi, Koszul Binomial Edge Ideals, Bridging Algebra, Geometry,and Topology 96 of the series Springer Proceedings in Mathematics & Statistics /Springer (2014), pag 125-136Citeaza: V. Ene, A. Zarojanu, On the regularity of binomial edge ideals, MathematischeNachrichten 288 (2015) Issue 1, pag 19-24

26. L. Sharifan, M. Javanbakht, On m-Closed Graphs, The Electronic Journal of Combina-torics 21 Issue 4 (2014), pag 125-136Citeaza: V. Ene, A. Zarojanu, On the regularity of binomial edge ideals, MathematischeNachrichten 288 (2015) Issue 1, pag 19-24

27. L. Katthan, Stanley depth and simplicial spanning trees, Journal of Algebraic Combina-torics 42 / Springer (2014), Issue 2, pag 507-536Citeaza: B. Ichim, A. Zarojanu, An algorithm for computing the multigraded Hilbert depth of amodule, Experimental Mathematics 23 (2015) pag 322 – 331

28. R. Goto, On the stability of locally conformal Kahler structures J. Math. Soc. Japan 66(2014), pag. 1375 – 1401Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

29. M. Benyounes, E. Loubeau, R. Slobodeanu, Biharmonic holomorphic maps and conformallyKahler geometry, Israel J. Math. 201 (2014), pag. 525 – 542Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40 item L. Ornea, M. Parton, V. Vuletescu, Holomorphic submersions of locally

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conformally Kahler manifolds, Ann. Mat. Pura Appl. (4) 193 (2014), pag. 1345 – 1351Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

30. M. Pontecorvo, On a question of Vaisman concerning complex surfaces Ann. Mat. PuraAppl. (4) 193 (2014), pag. 1283 – 1293Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

31. D. Angella, A. Tomassini, W. Zhang, On cohomological decomposability of almost-Kahler struc-tures, Proc. Amer. Math. Soc. 142 (2014), pag. 3615 – 3630Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

32. D. Angella, A. Tomassini, Symplectic manifolds and cohomological decomposition, SymplecticGeom. 12 (2014), pag. 215 – 236Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

33. H. Nozawa, Deformation of Sasakian metrics, Trans. Amer. Math. Soc. 366 (2014), pag.2737 – 2771Citeaza: F. Belgun, On the metric structure of non-Kahler complex surfaces, Math. Ann. 317(2000), pag. 1 – 40

34. I. Agricola, H. Kim, A note on generalized Dirac eigenvalues for split holonomy and torsion,Bull. Korean Math. Soc. 51 (2014), pag. 1579 – 1589Citeaza: F. Belgun, A. Moroianu, Nearly Kahler 6-manifolds with reduced holonomy, Ann.Glob. Anal. Geom. 19 (2001), pag. 307 – 319

35. L. Schafer, F. Lubbe, Pseudo-holomorphic curves in nearly Kahler manifolds, Diff. Geom.Appl. 36 (2014), pag. 24 – 43Citeaza: F. Belgun, A. Moroianu, Nearly Kahler 6-manifolds with reduced holonomy, Ann.Glob. Anal. Geom. 19 (2001), pag. 307 – 319

36. L. Schafer, Conical Ricci-flat nearly para-Kahler manifolds, Ann. Glob. Anal. Geom. 45(2014), pag. 11 – 24Citeaza: F. Belgun, A. Moroianu, Nearly Kahler 6-manifolds with reduced holonomy, Ann.Glob. Anal. Geom. 19 (2001), pag. 307 – 319

37. C.P. Boyer, C.W. Tønnesen-Friedman, Extremal Sasakian geometry on S3-bundles over Riemannsurfaces, Int. Math. Res. Not. (2014), pag. 5510 – 5562Citeaza: F. Belgun, Normal CR structures on compact 3-manifolds, Math. Z. 238 (2001), pag.441 – 460

38. B. Hajduk, A. Tralle, On simply connected K-contact non-Sasakian manifolds, J. Fixed PointTheory Appl. 16 (2014), pag. 229 – 241Citeaza: F. Belgun, A. Moroianu, U. Semmelmann, Symmetries of contact metric manifolds,Geom. Dedicata 101 (2003), pag. 101 – 216

39. J. B. Lima, D. Panario, R. M. Campello de Souza, A trigonometric approach for Chebyshevpolynomials over finite fields, ın Applied Algebra and Number Theory (G. Larcher, F.Pillichshammer, A. Winterhof, C. Xing, eds.) Cambridge University Press, 2014, pp. 255–279Citeaza: M. Cipu, S.D. Cohen, Dickson polynomial permutations, ın Finite Fields and Ap-plications (G.L. Mullen, D. Panario, I.E. Shparlinski, eds.), Contemp. Math. 461, A. M. S.,2008, pp.79–90.

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40. T. Miyazaki, The shuffle variant of Terais conjecture on exponential Diophantine equations,Publ. Math. Debrecen 83 (2013),43–62Citeaza: M. Cipu, M. Mignotte, On a conjecture on exponential Diophantine equations, ActaArith. 140 (2009), 251–270.

41. Y. Yu, X. Li, , Sci. World J. 2014 (2014), Article ID 401816Citeaza: M. Cipu, M. Mignotte, On a conjecture on exponential Diophantine equations, ActaArith. 140 (2009), 251–270.

42. M. H. Le, A. Togbe, H. L. Zhu, On a pure ternary exponential Diophantine equation, Publ.Math. Debrecen 86 (2014), 1–17Citeaza: M. Cipu, M. Mignotte, On a conjecture on exponential Diophantine equations, ActaArith. 140 (2009), 251–270.

43. L. Li, X. Li, The exponential Diophantine equation 2x + by = cz, Basic Sci. J. of TextileUniv. 28 (2014), 42–44Citeaza: M. Cipu, M. Mignotte, On a conjecture on exponential Diophantine equations, ActaArith. 140 (2009), 251–270.

44. E. Ballico, S. Huh And F. Malaspina, Globally Generated Vector Bundles On Complete Inter-section Calabi-Yau Threefolds, arXiv:1411.6183 [math.AG] (2014).Citeaza: Cristian Anghel and Nicolae Manolache, Globally generated vector bundles on Pn withc1 = 3, Math. Nachr. 286 (2013), pag. 1407-1423.

45. Zhu, Sen, Approximate unitary equivalence to skew symmetric operators, Complex Anal.Oper. Theory 8 (2014), pag. 1565–1580Citeaza: Chevrot, Nicolas; Fricain, Emmanuel; Timotin, Dan, The characteristic function of acomplex symmetric contraction, Proc. Amer. Math. Soc. 135 (2007), pag. 2877–2886.

46. Guo, Kunyu; Zhu, Sen, A canonical decomposition of complex symmetric operators, J. Oper-ator Theory 72 (2014), pag. 529–547Citeaza: Chevrot, Nicolas; Fricain, Emmanuel; Timotin, Dan, The characteristic function of acomplex symmetric contraction, Proc. Amer. Math. Soc. 135 (2007), pag. 2877–2886.

47. Guo, Kunyu; Zhu, Sen, A canonical decomposition of complex symmetric operators, J. Oper-ator Theory 72 (2014), pag. 529–547Citeaza: Chalendar, I.; Fricain, E.; Timotin, D., On an extremal problem of Garcia and Ross,Oper. Matrices 3 (2009), pag. 541–546.

48. Guo, Kunyu; Zhu, Sen, A canonical decomposition of complex symmetric operators, J. Oper-ator Theory 72 (2014), pag. 529–547Citeaza: Garcia, Stephan Ramon; Lutz, Bob; Timotin, Dan, Two remarks about nilpotent oper-ators of order two, Proc. Amer. Math. Soc. 142 (2014), pag. 1749–1756.

49. Chalendar, Isabelle; Timotin, Dan, Commutation relations for truncated Toeplitz operators,Oper. Matrices 8 (2014), pag. 877–888Citeaza: Baranov, Anton; Chalendar, Isabelle; Fricain, Emmanuel; Mashreghi, Javad; Timotin,Dan, Bounded symbols and reproducing kernel thesis for truncated Toeplitz operators, J. Funct.Anal. 259 (2010), pag. 2673–2701.

50. Chalendar, Isabelle; Timotin, Dan, Commutation relations for truncated Toeplitz operators,Oper. Matrices 8 (2014), pag. 877–888Citeaza: Strouse, E.; Timotin, D.; Zarrabi, M., Unitary equivalence to truncated Toeplitz opera-tors, Indiana Univ. Math. J. 61 (2012), pag. 525–538.

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51. Garcia, Stephan Ramon; Lutz, Bob; Timotin, Dan, Two remarks about nilpotent operators oforder two, Proc. Amer. Math. Soc. 142 (2014), pag. 1749–1756Citeaza: Strouse, E.; Timotin, D.; Zarrabi, M., Unitary equivalence to truncated Toeplitz opera-tors, Indiana Univ. Math. J. 61 (2012), pag. 525–538.

52. Gosse, Laurent, Redheffer products and numerical approximation of currents in one-dimensionalsemiconductor kinetic models, Multiscale Model. Simul. 12 (2014), pag. 1533–1560Citeaza: Timotin, Dan, Redheffer products and characteristic functions, J. Math. Anal.Appl. 196 (1995), pag. 823–840.

53. Al Alam, Ihab; Lefevre, Pascal, Essential norms of weighted composition operators on L1 Muntzspaces, Serdica Math. J. 40 (2014), pag. 241–260Citeaza: Chalendar, Isabelle; Fricain, Emmanuel; Timotin, Dan, Embedding theorems for Mntzspaces, Ann. Inst. Fourier (Grenoble) 61 (2011), pag. 2291–2311.

54. Al Alam, Ihab; Lefevre, Pascal, Essential norms of weighted composition operators on L1 Muntzspaces, Serdica Math. J. 40 (2014), pag. 241–260Citeaza: Waleed Noor, S.; Timotin, Dan, Embeddings of Muntz spaces: the Hilbertian case,Proc. Amer. Math. Soc. 141 (2013), pag. 2009–2023.

55. Deng, Chunyuan, Invertibility and stability of linear combinations of m-potent operators, Lin-ear Multilinear Algebra 62 (2014), pag. 1365–1376Citeaza: Chalendar, I.; Fricain, E.; Timotin, D., A note on the stability of linear combinationsof algebraic operators, Extracta Math. 23 (2008), pag. 43–48.

56. Sacchetti, Andrea, Existence of the Stark-Wannier quantum resonances, Journal Of Mathe-matical Physics Volume: 55 Issue: 12 (2014), Article Number: 122104Citeaza: G. Nenciu, Dynamics of band electrons in electric and magnetic fields: Rigorous justi-fication of the effective hamiltonians, Rev. Mod. Phys, 63 (1991),91-128.

57. De Nittis, Giuseppe; Lein, Max, On the role of symmetries in the theory of photonic crystals,Annals Of Physics Volume: 350 (2014), pag. 568-587Citeaza: G. Nenciu, Dynamics of band electrons in electric and magnetic fields: Rigorous justi-fication of the effective hamiltonians, Rev. Mod. Phys, 63 (1991),91-128.

58. Fang, Y.; Duque-Gomez, Federico; Sipe, J. E., Dynamics of the effective mass and the anoma-lous velocity in two-dimensional lattices, Physical Review A Volume: 90 Issue: 5 (2014),Article Number: 053407Citeaza: G. Nenciu, Dynamics of band electrons in electric and magnetic fields: Rigorous justi-fication of the effective hamiltonians, Rev. Mod. Phys, 63 (1991),91-128.

59. Beau, Mathieu; Savoie, Gaussian decay for a difference of traces of the Schrodinger semigroupassociated with the isotropic harmonic oscillator , Journal Of Mathematical Analysis AndApplications Volume: 419 Issue: 2 (2015), pag. 1095-1118Citeaza: H.D. Cornean, G. Nenciu The Faraday effect revisited: Thermodynamic limit, Journalof Functional Analysis, 257 (2009), 2024–2066.

60. Shen, Zhongwei, An improved Combes-Thomas estimate of magnetic Schrodinger operators,Arkiv For Matematik Volume: 52 Issue: 2 (2015), pag. 383-414Citeaza: H.D. Cornean, G. Nenciu The Faraday effect revisited: Thermodynamic limit, Journalof Functional Analysis, 257 (2009), 2024–2066.

61. Lamy, Xavier; Mironescu, Petru, “Existence of critical points with semi-stiff boundary condi-tions for singular perturbation problems in simply connected planar domains”, Journal De

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Mathematiques Pures Et Appliquees Volume: 102 Issue: 2 (2014), pag. 385 – .418Citeaza: A. Boutet de Monvel - Berthier, V. Georgescu, R. Purice, A Boundary-Value Prob-lem Related To The Ginzburg-Landau Model, Communications In Mathematical PhysicsVolume: 142 Issue: 1 (1991), pag. 1 – 23.

62. Rodiac, Remy; Sandier, Etienne, “Insertion of bubbles at the boundary for the Ginzburg-Landaufunctional”, Journal Of Fixed Point Theory And Applications 15 (2014), pag. 587 – 606Citeaza: A. Boutet de Monvel - Berthier, V. Georgescu, R. Purice, A Boundary-Value Prob-lem Related To The Ginzburg-Landau Model, Communications In Mathematical PhysicsVolume: 142 Issue: 1 (1991), pag. 1 – 23.

63. Misiats, Oleksandr: The necessary conditions for the existence of local Ginzburg-Landau mini-mizers with prescribed degrees on the boundary, Asymptotic Analysis 89 (2014), 37 – 61Citeaza: A. Boutet de Monvel - Berthier, V. Georgescu, R. Purice, A Boundary-Value Prob-lem Related To The Ginzburg-Landau Model, Communications In Mathematical PhysicsVolume: 142 Issue: 1 (1991), pag. 1 – 23.

64. Alicandro, Roberto; Ponsiglione, Marcello, “Ginzburg-Landau functionals and renormalized en-ergy: a revised Γ-convergence approach”, J. Funct. Anal. 266 (8) (2014), pag. 4890 – 4907Citeaza: A. Boutet de Monvel - Berthier, V. Georgescu, R. Purice, A Boundary-Value Prob-lem Related To The Ginzburg-Landau Model, Communications In Mathematical PhysicsVolume: 142 Issue: 1 (1991), pag. 1 – 23.

65. Rybalko, V., “Local minimizers of the magnetic Ginzburg-Landau functional with S1-valuedorder parameter on the boundary”, Zh. Mat. Fiz. Anal. Geom. 10 (1) (2014), 134 – 151Citeaza: A. Boutet de Monvel - Berthier, V. Georgescu, R. Purice, A Boundary-Value Prob-lem Related To The Ginzburg-Landau Model, Communications In Mathematical PhysicsVolume: 142 Issue: 1 (1991), pag. 1 – 23.

66. Prill, Oskar, “Dispersive estimates for solutions to the perturbed one-dimensional Klein-Gordonequation with and without a one-gap periodic potential”, Mathematische Nachrichten Vol-ume: 287 Issue: 13 (2014), pag. 1456 – 1496Citeaza: Iftimie, Viorel; Mantoiu, Marius; Purice, Radu, Magnetic pseudodifferential operators,Publications Of The Research Institute For Mathematical Sciences Volume: 43 Is-sue: 3 (2007), pag. 585 – 623.

67. Garcia, J.; Mantoiu, M., “Localization results for zero order pseudodifferential operators”, Jour-nal Of Pseudo-Differential Operators And Applications 5 (2014), pag. 255 – 276Citeaza: Mantoiu, Marius; Purice, Radu; Richard, Serge, Spectral and propagation results formagnetic Schrodinger operators; A C*-algebraic framework, Journal Of Functional AnalysisVolume: 250 Issue: 1 (2007), pag. 42 – 67.

68. Ito, Kenichi; Skibsted, Erik, “Absence of positive eigenvalues for hard-core N-body systems”,Ann. Henri Poincar 15 Issue: 12 (2014), pag. 2379 – 2408Citeaza: Boutet de Monvel-Berthier, Anne; Manda, Dragos; Purice, Radu, The commutatormethod for form-relatively compact perturbations, Letters in Mathematical Physics Vol-ume: 22 Issue: 3 (1991), pag. 211 – 223.

69. J. Stevens, Non-embeddable 1-convex manifolds. Ann. Inst. Fourier (Grenoble) 64 (2014),2205–2222Citeaza: M. Coltoiu, On 1-convex manifolds with 1-dimensional exceptional set, Rev. RoumaineMath. Pures Appl. 43 (1998), p. 97–104, Collection of papers in memory of Martin Jurchescu

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70. J. Stevens, Non-embeddable 1-convex manifolds. Ann. Inst. Fourier (Grenoble) 64 (2014),2205–2222Citeaza: M. Coltoiu, Some remarks about 1-convex manifolds on which all holomorphic linebundles are trivial, Bull. Sci. Math. 130 (2006), no. 4, p. 337–340.

71. Breaz, Daniel; V. Vajaitu: A Stein criterion via divisors for domains over Stein manifolds.Math. Scand. 115 (2014), 287–302.Citeaza: M. Coltoiu, K. Diederich, Open sets with Stein hypersurface sections in Stein spaces,Ann. of Math. 145 (1997), 175–182.

72. Popa, M.; Schnell, C.; On direct images of pluricanonical bundles, Algebra Number Theory8 (9) (2014),pag. 2273 – 2295; FI=0.676Citeaza: Ambro F., Quasi-log varieties, Proc. Steklov Inst. Math. Vol 240 (1) (2003),pag. 214 – 233

73. Fujino, O.; Gongyo, Y.; On the moduli b-divisors of lc-trivial fibrations, Ann. Inst. Fourier(Grenoble) 64 (4) (2014), pag. 1721 – 1735; FI= 0.669Citeaza: Ambro F., The moduli b-divisor of an lc-trivial fibration, Comp. Math. Vol 141 (2)(2005), pag. 385 – 403

74. Cascini, P.; Zhang, D.-Q.; Effective finite generation for adjoint rings, Ann. Inst. Fourier(Grenoble) 64 (1) (2014), pag. 127 – 144; FI= 0.669Citeaza: Ambro F., The moduli b-divisor of an lc-trivial fibration, Comp. Math. Vol 141 (2)(2005), pag. 385 – 403

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25. Conlon, Ronan J.; Hein, Hans-Joachim, Asymptotically conical Calabi-Yau metrics on quasi-projective varieties, Geom. Funct. Anal. no. 25 (2015), pag. 517–552Citeaza: Rasdeaconu; Rares; Suvaina, Ioana, ALE Ricci-flat Kahler surfaces and weighted pro-jective spaces, Ann. Glob. Anal. Geom. no. 47, (2015), pag. 117 – 134

26. Torielli, Michele; Yoshinaga, Masahiko; Resonant bands, Aomoto complex, and real 4-nets J.Singul. 11 (2015), 3351Citeaza: Macinic, Anca; Stefan Papadima On the monodromy action on Milnor fibers of graphicarrangements, Topology Appl. 156 (2009), no. 4, 761774

27. Wang, Yupan and Ma, Dongkui, On the topological entropy of a semigroup of continuous maps,Journal Of Mathematical Analysis And Applications (2015), pag. 1084-1100,Citeaza: Eugen Mihailescu and Mariusz Urbanski, Inverse topological pressure with applications

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28. Wang, Yupan and Ma, Dongkui, On the topological entropy of a semigroup of continuous maps,Journal Of Mathematical Analysis And Applications (2015), pag. 1084-1100,Citeaza: Eugen Mihailescu and Mariusz Urbanski, Inverse pressure estimates and the indepen-dence of stable dimension for non-invertible maps, Canadian Journal Of Mathematics, Vol60 (2008), 658-684.

29. Wang, Lidong; Wang, Hui; Huang, Guifeng, Minimal sets and omega-chaos in expansive systemswith weak specification property, Discrete and Continuous Dynamical Systems, vol 35(2015), 1231-1238,Citeaza: Eugen Mihailescu, Equilibrium measures, prehistories distributions and fractal dimen-sions for endomorphisms, Discrete and Continuous Dynamical Systems, Vol 32, (2012),2485-2502.

30. Yupan Wang, Dongkui Ma, Xiaogang Lin, On the topological entropy of free semigroup actions,Journal of Mathematical Analysis and Applications, online 2015,Citeaza: Eugen Mihailescu and Mariusz Urbanski, Inverse pressure estimates and the indepen-dence of stable dimension for non-invertible maps, Canadian Journal of Mathematics, vol60 (2008), 658-684.

31. Yupan Wang, Dongkui Ma, Xiaogang Lin, On the topological entropy of free semigroup actions,Journal of Mathematical Analysis and Applications, online 2015,Citeaza: Eugen Mihailescu and Mariusz Urbanski, Inverse topological pressure with applicationsto holomorphic dynamics of several complex variables, Communications in ContemporaryMathematics, vol 6 (2004), 653-679.

32. Yang, Wenjie; Lin, Yiping; Dai, Yunxian, Rank One Strange Attractors in Periodically KickedLorenz System with Time-Delay, Discrete Dynamics in Nature and Society (2015),Citeaza: Eugen Mihailescu, Local Geometry and Dynamical Behavior on Folded Basic Sets,Journal Of Statistical Physics, vol 142 (2011), 154-167.

33. Okuyama, Yusuke, Singular domains in higher dimensional complex dynamics, Kyoto UniversityResearch Repository preprint,Citeaza: Eugen Mihailescu, Periodic points for actions of tori in Stein manifolds, Mathema-tische Annalen, vol 314 (1999), 39-52.

34. A.K.B. Chand, P. Viswanathan, N. Vijender, Bivariate shape preserving interpolation: A fractal-classical hybrid approach, Chaos, Solitons and Fractals, vol. 81, (2015), Pg 330-344,Citeaza: Eugen Mihailescu, M. Urbanski, Hausdorff dimension of the limit set of conformaliterated function systems with overlaps, Proceedings American Mathematical Society,vol 139 (2011), 2767-2775.

35. Guo-Ping Zhan, Li-Han Liu, Hausdorff dimension of a dynamically defined set of exp(z)/z,Complex Variables and Elliptic Equations, online 2015,Citeaza: Eugen Mihailescu and M. Urbanski, Estimates for the stable dimension for holomorphicmaps, Houston Journal of Mathematics, 31 (2)(2005), 367-389.

36. OLV Costa, MD Fragoso,MG Todorov, A Detector-Based Approach for the Control of MarkovJump Linear Systems With Partial Information, IEEE Trans. on Autom. Control, 60, 5,(2015), pag. 1219 – 1234.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

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37. L Sheng, M Gao, W Zhang, BS Chen, Infinite horizon H8 control for nonlinear stochastic Markovjump systems with (x, u, v)-dependent noise via fuzzy approach, Fuzzy Sets and Systems,273, (2015), pag. 105 – 123.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

38. L Sheng, W Zhang, M Gao, Some remarks on infinite horizon stochastic H2/H8 control with(x, u, v)-dependent noise and Markov jumps, Journal of the Franklin Institute, 352,10,(2015), pag. 3929 – 3946.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

39. H Ma, Y Jia, Stability analysis for stochastic differential equations with infinite Markovianswitchings, Journal of Mathematical Analysis and Applications, 435, 1, (2015), pag.593 – 605.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

40. ES Palamarchuk, Stabilization of linear stochastic systems with a discount: Modeling and esti-mation of the long-term effects from the application of optimal control strategies, MathematicalModels and Computer Simulations, 7, 4, (2015), pag. 381 – 388.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

41. VM Ungureanu, Stabilizing solution for a discrete-time modified algebraic Riccati equation ininfinite dimensions, Hindawi Publishing Corporation, Discrete Dynamics in Natureand Society, Volume 2015, Article ID 293930, 11 pages, (2015)Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control of linearstochastic systems, carte Springer (2006).

42. T Hou, H Ma, Stochastic H2/H∞ control of discrete-time periodic Markov jump systems withdetectability, Proceedings to the 54-th Annual Conference of the Society of Instru-ment and Control Engineers of Japan (SICE), IEEE Publisher, (2015), pag. 530 – 535.Citeaza: V Dragan, T Morozan, Stability and robust stabilization to linear stochastic systems de-scribed by differential equations with Markovian jumping and multiplicative white noise Stochas-tic Analysis and Applications, Volume 20, Issue 1, (2002), pag. 33 – 92.

43. T Hou, H Ma, Control Design of Detectable Periodic Markov Jump Systems, MathematicalProblems in Engineering, Volume 2015 (2015), Article ID 382756, 7 pages, (2015).Citeaza: V Dragan, T Morozan, Stability and robust stabilization to linear stochastic systems de-scribed by differential equations with Markovian jumping and multiplicative white noise Stochas-tic Analysis and Applications, Volume 20, Issue 1, (2002), pag. 33 – 92.

44. Y Zhang, C Wang, Robust stochastic stability of uncertain discrete-time impulsive Markovianjump delay systems with multiplicative noises, International Journal of Systems Science,46, 12, (2015), pag. 2210 – 2220.Citeaza: V Dragan, T Morozan, Stability and robust stabilization to linear stochastic systems de-scribed by differential equations with Markovian jumping and multiplicative white noise Stochas-tic Analysis and Applications, Volume 20, Issue 1, (2002), pag. 33 – 92.

45. G Wang, Q Zhang, X Yan, Stability, Chapter 2 in Analysis and Design of Singular Marko-vian Jump Systems, Springer, (2015), pag. 17 – 52.

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Citeaza: V Dragan, T Morozan, Stability and robust stabilization to linear stochastic systems de-scribed by differential equations with Markovian jumping and multiplicative white noise Stochas-tic Analysis and Applications, Volume 20, Issue 1, (2002), pag. 33 – 92.

46. M Deng, Analysis of a Stochastic Competitive Model with Regime Switching, AENG Inter-national Journal of Applied Mathematics, 45:4, (2015), published online 14 November2015.Citeaza: V Dragan, T Morozan, Stability and robust stabilization to linear stochastic systems de-scribed by differential equations with Markovian jumping and multiplicative white noise Stochas-tic Analysis and Applications, Volume 20, Issue 1, (2002), pag. 33 – 92.

47. J Xu, C Cai, Y Zou, CC Lim, Mixed output feedback of the finite frequency H8 control forsingularly perturbed system, International Journal of Systems Science 46 (2015), pag.2351 – 2366.Citeaza: P. Shi, V. Dragan, Asymptotic H∞ control of singularly perturbed systems with para-metric uncertainties, IEEE Transactions on Automatic Control, 44,9, (1999), 1738 –1742.

48. J Xu, C Cai, Y Zou, A novel method for fault detection in singularly perturbed systems via thefinite frequency strategy, Journal of the Franklin Institute, 352,11, (2015), pag. 5061 –5084.Citeaza: P. Shi, V. Dragan, Asymptotic H∞ control of singularly perturbed systems with para-metric uncertainties, IEEE Transactions on Automatic Control, 44,9, (1999), 1738 –1742.

49. KI Kang, KS Park, JT Lim, Exponential stability of singularly perturbed systems with timedelay and uncertainties, International Journal of Systems Science, Volume 46, Issue 1,(2015), pag. 170 – 178.Citeaza: P. Shi, V. Dragan, Asymptotic H∞ control of singularly perturbed systems with para-metric uncertainties, IEEE Transactions on Automatic Control, 44,9, (1999), pag. 1738– 1742.

50. C Yang, L Zhou, H∞ Control and e-Bound Estimation of Discrete-Time Singularly PerturbedSystems, Springer, (2015).Citeaza: P. Shi, V. Dragan, Asymptotic H∞ control of singularly perturbed systems with para-metric uncertainties, IEEE Transactions on Automatic Control, 44,9, (1999), pag. 1738– 1742.

51. C Kuehn, Normal Forms, Chapter 4 in Multiple Time Scale Dynamics, Springer (2015),pag. 71 – 89.Citeaza: P. Shi, V. Dragan, Asymptotic H∞ control of singularly perturbed systems with para-metric uncertainties, IEEE Transactions on Automatic Control, 44,9, (1999), pag. 1738– 1742.

52. T Hou, H Ma, H2/H∞ Control Design of Detectable Periodic Markov Jump Systems, Mathe-matical Problems in Engineering, Volume 2015 (2015), Article ID 382756, 7 pages,(2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

53. M.J.F. Gomes, Propriedades de filtros lineares para sistemas lineares com saltos markovianos atempo discreto, Doctoral Thesis, Univ. Sao Paolo, Brasil, (2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

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54. Hung-Yuan Fan, Peter Chang-Yi Weng, Eric King-Wah Chu, Numerical solution to general-ized Lyapunov/Stein and rational Riccati equations in stochastic control, Numerical Algo-rithms,ISSN 1017-1398, DOI 10.1007/s11075-015-9991-8Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

55. VM Ungureanu, H2-optimal control for periodic, discrete-time Markov-jump systems with mul-tiplicative noise in infinite dimensions, IMA Journal of Mathematical Control and Infor-mation,online DOI: 10.1093/imamci/dnv008 (2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

56. H.Y. Fan, P.C.Y. Weng, E.K.W. Chu, Numerical solution to generalized Lyapunov/Stein and ra-tional Riccati equations in stochastic control, Numerical Algorithms, DOI 10.1007/s11075-015-9991-8, (2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

57. W Zhang, T Zhang, Lyapunov-type theorems for linear discrete time-varying stochastic sys-tems with multiplicative noise, 27th Chinese Control and Decision Conference (CCDC),(2015), pag. 4590 – 4593.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

58. M.G. Todorov, M.D. Fragoso, A new look at the robust control of discrete-time Markov jump lin-ear systems, International Journal of Control, DOI: 10.1080/00207179.2015.1083618(2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

59. L Zhang, HY Fan, EK Chu, Y Wei, Homotopy for Rational Riccati Equations Arising in Stochas-tic Optimal Control, SIAM Journal on Scientific Computing, 37,1, (2015), pag. B103 –B125.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

60. T Hou, H Ma, Stochastic H 2/H8 control of discrete-time periodic Markov jump systems withdetectability, 54th Annual Conference of the Society of Instrument and Control En-gineers of Japan (SICE), (2015), pag. 530 – 535.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

61. T Hou, H Ma, W Zhang, Observability and detectability of periodic markov jump systems withmultiplicative noises, IEEE International Conference on Information and Automation,(2015), pag. 1121 – 1126.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

62. L Huang, H Hjalmarsson, H Koeppl, Almost sure stability and stabilization of discrete-timestochastic systems, Systems and Control Letters, doi:10.1016/j.sysconle.2015.05.005(2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

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63. T Hou, H Ma, Stability analysis of discrete-time stochastic systems with infinite Markov jumpparameter, American Control Conference (ACC), (2015), pag. 4192 – 4197.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

64. J Tao, H Su, R Lu, ZG Wu, Dissipativity-based filtering of nonlinear periodic Markovian jumpsystems: The discrete-time case, Neurocomputing, Volume 171, 1 January, (2016), pag.807-814.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

65. W Zhang, WX Zheng, BS Chen, Detectability, Observability and Lyapunov-Type Theorems ofLinear Discrete Time-Varying Stochastic Systems with Multiplicative Noise, Mathematics -Optimization and Control, arXiv:1509.04379 (2015).Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

66. G Li, W Zhang, M Chen, Robust H 2/H8 control for periodic stochastic difference systems withmutiplicative noise, IET Control Theory and Applications, 9,16, (2015), pag. 2451 –2457.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

67. T Hou, H Ma, W Zhang, Spectral tests for observability and detectability of periodic Markovjump systems with nonhomogeneous Markov chain, Automatica, Volume 63, January,(2016), pag. 17-181.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

68. S Hu, D Yue, X Xie, X Yin, Y Zhang, Mode Dependent H8 Filtering for Discrete-Time Net-worked Systems with Random Measurement Missing and Delays, Stochastic Analysis andApplications, Volume 33, Issue 3, (2015), pag. 519 – 534.Citeaza: V. Dragan, T. Morozan, A.M. Stoica, Mathematical methods in robust control ofdiscrete-time linear stochastic systems, carte Springer (2010).

69. G Nakura, Fixed Interval Optimal Estimation for Linear Discrete-Time Markovian Jump Sys-tems by Maximum Likelihood Approach, Proceedings of the ISCIE International Sym-posium on Stochastic Systems Theory and its Applications, Vol. 2015, pag. 47 – 53.Citeaza: V.Dragan, T.Morozan, The linear quadratic optimization problems for a class of linearstochastic systems with multiplicative white noise and Markovian jumping, IEEE Transactionon Autom. Control, 49,5, (2004), pag. 665 – 675.

70. G Nakura, Stochastic Optimal Tracking with Preview for Linear Continuous-Time MarkovianJump Systems by Output Feedback, Proceedings of the ISCIE International Symposiumon Stochastic Systems Theory and its Applications, Vol. 2015, pag. 13 – 21.Citeaza: V.Dragan, T.Morozan, The linear quadratic optimization problems for a class of linearstochastic systems with multiplicative white noise and Markovian jumping, IEEE Transactionon Autom. Control, 49,5, (2004), pag. 665 – 675.

71. S He, J Song, Z Ding, F Liu, Online adaptive optimal control for continuous-time Markovjump linear systems using a novel policy iteration algorithm, IET Control Theory andApplications, Volume 9, Issue 10, (2015), pag. 1536 - 1543.Citeaza: V.Dragan, T.Morozan, The linear quadratic optimization problems for a class of linear

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stochastic systems with multiplicative white noise and Markovian jumping, IEEE Transactionon Autom. Control, 49,5, (2004), pag. 665 – 675.

72. V Rasvan, Nonlinear control systems theory in Romania and the influence of the contributionsof VA Yakubovich, IFAC-PapersOnLine Volume 48, Issue 11, (2015), pag. 1028-1032.Citeaza: V.Dragan, A. Halanay, Stabilization of linear systems, caret Birkhauser, Boston,(1999).

73. L Yin, X An , The stabilizability and detectability of continuous-time complex stochastic sys-tems, 27th Chinese Control and Decision Conference (CCDC), (2015), pag. 2075 –2079.Citeaza: V Dragan, T Morozan, A Stoica, H 2 optimal control for linear stochastic systems,Automatica, Volume 40, Issue 7, (2004), pag. 1103-1113.

74. E Gershon, U Shaked , Vertex-dependent Approach to Robust H8 Control and Estimation ofStochastic Discrete-time Systems, IFAC-PapersOnLine, Volume 48, Issue 11, (2015), pag.949-953Citeaza: V Dragan, A Halanay, A Stoica, A small gain theorem for linear stochastic systems,Systems and Control Letters, Volume 30, Issue 5, (1997), pag. 243-251.

75. E Gershon, U Shaked, L Itzhaki, Stochastic linear systems: Robust H∞ control via vertex-dependent approach, 23th Mediterranean Conference on Control and Automation(MED), (2015), pag. 638–643.Citeaza: V Dragan, A Halanay, A Stoica, A small gain theorem for linear stochastic systems,Systems and Control Letters, Volume 30, Issue 5, (1997), pag. 243-251.

76. A Barbata, Filtrage et commande basee sur un observateur pour les systemes stochastiques,teza de doctorat Univ. de Lorraine (2015).Citeaza: V Dragan, A Halanay, A Stoica, A small gain theorem for linear stochastic systems,Systems and Control Letters, Volume 30, Issue 5, (1997), pag. 243-251.

77. L. Xu, S.S. Ge, Exponential ultimate boundedness of nonlinear stochastic difference systemswith time-varying delays International Journal of Control, Volume 88, Issue 5, (2015),pag. 983–989.Citeaza: V Dragan, T Morozan, Mean square exponential stability for some stochastic lineardiscrete time systems, European Journal of Control, Volume 12, Issue 4, (2006), pag.373-395.

78. E Gershon, U Shaked , Vertex-dependent Approach to Robust H8 Control and Estimation ofStochastic Discrete-time Systems, IFAC-PapersOnLine, Volume 48, Issue 11, (2015), pag.949-953Citeaza: V.Dragan, A.M. Stoica, A γ-attenuation problem for discrete-time time-varying stochas-tic systems with multiplicative noise, Proceedings of the 37th IEEE Conference on Deci-sion and Control, (1998), pag. 796-797.

79. L. I. Allerhand,E. Gershon, U. Shaked, Robust state-feedback control of stochastic state-multiplicativediscrete-time linear switched systems with dwell time, International Journal of Robust andNonlinear Control, DOI: 10.1002/rnc.3301, (2015).Citeaza: V.Dragan, A.M. Stoica, A γ-attenuation problem for discrete-time time-varying stochas-tic systems with multiplicative noise, Proceedings of the 37th IEEE Conference on Deci-sion and Control, (1998), pag. 796-797.

80. E Gershon, U Shaked, L Itzhaki, Stochastic linear systems: Robust H∞ control via vertex-dependent approach, 23th Mediterranean Conference on Control and Automation

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(MED), (2015), pag. 638–643.Citeaza: V.Dragan, A.M. Stoica, A γ-attenuation problem for discrete-time time-varying stochas-tic systems with multiplicative noise, Proceedings of the 37th IEEE Conference on Deci-sion and Control, (1998), pag. 796-797.

81. J Zhang, J Liu, New upper and lower bounds, the iteration algorithm for the solution of thediscrete algebraic Riccati equation, Advances in Difference Equations, December 2015,2015:313 (2015).Citeaza: V. Dragan, The linear quadratic optimization problem for a class of singularly perturbedstochastic systems, International Journal of Innovative Computing, Information andControl, Volume 1,Number 1, (2005) pag. 53 – 68.

82. VM Ungureanu, H2-optimal control for periodic, discrete-time Markov-jump systems with mul-tiplicative noise in infinite dimensions, IMA Journal of Mathematical Control and Infor-mation,online DOI: 10.1093/imamci/dnv008 (2015).Citeaza: V. Dragan, T. Morozan, Exponential stability for discrete time linear equations definedby positive operators, Integral Equations and Operator Theory, Volume 54, Issue 4,(2006), pag. 465– 493.

83. T Hou, H Ma, W Zhang , Spectral tests for observability and detectability of periodic Markovjump systems with nonhomogeneous Markov chain, Automatica, Volume 63, January 2016,(2015), pag. 175-181.Citeaza: V. Dragan, T. Morozan, Observability and detectability of a class of discrete-timestochastic linear systems, IMA Jnl of Maths. Control and Information, Volume 23,Issue 3, (2006), pag. 371– 394.

84. T Hou, H Ma, W Zhang, Observability and detectability of periodic markov jump systems withmultiplicative noises, IEEE International Conference on Information and Automation,(2015), pag. 1121– 1126.Citeaza: V. Dragan, T. Morozan, Observability and detectability of a class of discrete-timestochastic linear systems, IMA Jnl of Maths. Control and Information, Volume 23,Issue 3, (2006), pag. 371– 394.

85. C Tan, W Zhang, On observability and detectability of continuous-time stochastic Markov jumpsystems, Journal of Systems Science and Complexity, Volume 28, Issue 4,(2015), pag.830–847.Citeaza: V. Dragan, T. Morozan, Observability and detectability of a class of discrete-timestochastic linear systems, IMA Jnl of Maths. Control and Information, Volume 23,Issue 3, (2006), pag. 371– 394.

86. W Zhang, WX Zheng, BS Chen, Detectability, Observability and Lyapunov-Type Theorems ofLinear Discrete Time-Varying Stochastic Systems with Multiplicative Noise, Mathematics -Optimization and Control, arXiv:1509.04379 (2015).Citeaza: V. Dragan, T. Morozan, Stochastic observability and applications, IMA Journal ofMaths. Control and Information, Volume 21, Issue 3, (2004), pag. 323– 344.

87. X Jiang, X Tian, W Zhang, Exact observability canonical forms of stochastic time-invariantsystems based on H-representation technique, IEEE International Conference on Infor-mation and Automation, (2015), pag. 1009 – 1013.Citeaza: V. Dragan, T. Morozan, Stochastic observability and applications, IMA Journal ofMaths. Control and Information, Volume 21, Issue 3, (2004), pag. 323– 344.

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88. L Shen, On the detectability and observability of continuous stochastic Markov jump linearsystems, Journal of Mathematical Analysis and Applications, 424, 2, (2015), pag. 878– 891.Citeaza: V. Dragan, T. Morozan, Stochastic observability and applications, IMA Journal ofMaths. Control and Information, Volume 21, Issue 3, (2004), pag. 323– 344.

89. A. N. Vargas, L. Acho, G. Pujo, E. F. Costa, J. Y. Ishihara, J/ B. R. do Val, Output feedbackof Markov jump linear systems with no mode observation: An automotive throttle application,International Journal of Robust and Nonlinear Control, DOI: 10.1002/rnc.3393,(2015).Citeaza: V. Dragan, T. Morozan, Exponential stability in mean square for a general class ofdiscrete-time linear stochastic systems, Stochastic Analysis and Applications, Volume26, Issue 3, (2008), pag. 495 – 525.

90. A. N. Vargas, D. C. Bortolin, E. F. Costa, J. B.R. do Val, Gradient-based optimization techniquesfor the design of static controllers for Markov jump linear systems with unobservable modes,International Journal of Numerical Modelling: Electronic Networks, Devices andFields, 28, 3, (2015), pag. 239–253.Citeaza: V. Dragan, T. Morozan, Exponential stability in mean square for a general class ofdiscrete-time linear stochastic systems, Stochastic Analysis and Applications, Volume26, Issue 3, (2008), pag. 495 – 525.

91. T Kamizawa, On Functionally Commutative Quantum Systems, Open Systems and Infor-mation Dynamics, 22, 3, (2015), september 2015 on line , 16 pagini.Citeaza: V Dragan, T Damm, G Freiling, T Morozan, Differential equations with positive evo-lutions and some applications, Math. Results, (2005), pag. 206 – 236.

92. J Xu, C Cai, Y Zou, A novel method for fault detection in singularly perturbed systems viathe finite frequency strategy, Journal of the Franklin Institute, Volume 352, Issue 11,(2015), pag. 5061-5084.Citeaza: V Dragan, T Morozan, P Shi, Asymptotic properties of input-output operators normassociated with singularly perturbed systems with multiplicative white noise, SIAM journal oncontrol and optimization, 41, 1, (2002), pag. 141 – 163.

93. C Kuehn, Normal Forms, Chapter 4- Multiple Time Scale Dynamics, Volume 191 ofthe series Applied Mathematical Sciences, (2015), pag. 71 – 89.Citeaza: V. Dragan, A. Halanay, Suboptimal stabilization of linear systems with several timescales, International Journal of Control, Volume 36, Issue 1, (1982), pag. 109 – 126.

94. J Xu, C Cai, Y Zou, CC Lim, Mixed output feedback of the finite frequency H8 control forsingularly perturbed system, International Journal of Systems Science, Volume 46, Issue13, (2015), pag. 2351 – 2366.Citeaza: V Dragan, H Mukaidani, P Shi, The linear quadratic regulator problem for a class ofcontrolled systems modeled by singularly perturbed Ito differential equations, SIAM Journalon Control and Optimization, 50, 1, (2012), pag. 448 – 470.

95. J Xu, C Cai, Y Zou, A novel method for fault detection in singularly perturbed systems via thefinite frequency strategy, Journal of the Franklin Institute, 352, 11, (2015), pag. 5061 –5084.Citeaza: V Dragan, H Mukaidani, P Shi, The linear quadratic regulator problem for a class ofcontrolled systems modeled by singularly perturbed Ito differential equations, SIAM Journalon Control and Optimization, 50, 1, (2012), pag. 448 – 470.

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96. C Yang, L Zhou, H∞ Control and ε-Bound Estimation of Discrete-Time Singularly PerturbedSystems, Springer, (2015).Citeaza: V Dragan, H Mukaidani, P Shi, The linear quadratic regulator problem for a class ofcontrolled systems modeled by singularly perturbed Ito differential equations, SIAM Journalon Control and Optimization, 50, 1, (2012), pag. 448 – 470.

97. Y Wang, Q Wang, D Duan, H∞ filtering for singularly perturbed systems with variable samplingand missing measurements, IMA Journal of Mathematical Control and Information,(2015), dnu 052.Citeaza: V Dragan, H Mukaidani, P Shi, The linear quadratic regulator problem for a class ofcontrolled systems modeled by singularly perturbed Ito differential equations, SIAM Journalon Control and Optimization, 50, 1, (2012), pag. 448 – 470.

98. S Hu, D Yue, X Xie, X Yin, Y Zhang, Mode Dependent H8 Filtering for Discrete-Time Net-worked Systems with Random Measurement Missing and Delays, Stochastic Analysis andApplications Volume 33, Issue 3, (2015), pag. 519 – 534.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

99. T Hou, H Ma, W Zhang, Spectral tests for observability and detectability of periodic Markovjump systems with nonhomogeneous Markov chain, Automatica, Volume 63, January 2016,pag. 175- 181.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

100. J Tao, H Su, R Lu, ZG Wu, Dissipativity-based filtering of nonlinear periodic Markovian jumpsystems: The discrete-time case, Neurocomputing, Volume 171, 1 January, (2016), pag.807-814.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

101. T Hou, H Ma, W Zhang, Observability and detectability of periodic markov jump systems withmultiplicative noises, IEEE International Conference on Information and Automation,(2015), pag. 1121 – 1126.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

102. T Hou, H Ma, Stochastic H2/H∞ control of discrete-time periodic Markov jump systems withdetectability, Proceedings to the 54-th Annual Conference of the Society of Instru-ment and Control Engineers of Japan (SICE), IEEE Publisher, (2015), pag. 530 – 535.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

103. T Hou, H Ma, Control Design of Detectable Periodic Markov Jump Systems, MathematicalProblems in Engineering, Volume 2015 (2015), Article ID 382756, 7 pages, (2015).Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

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104. Z Zhang, Z Zhang, S Yang, Robust reduced-order l 2- l8 filtering for network-based discrete-timelinear systems, Signal Processing, 109, (2015), pag. 110 – 118.Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

105. M.J.F. Gomes, Propriedades de filtros lineares para sistemas lineares com saltos markovianos atempo discreto, Doctoral Thesis, Univ. Sao Paolo, Brasil, (2015).Citeaza: S Aberkane, V Dragan, H8 filtering of periodic Markovian jump systems: Applicationto filtering with communication constraints , Automatica, Volume 48, Issue 12, (2012), pag.3151- 3156.

106. AU Udom, Optimal multilevel control of stochastic dynamical system with state delay and in-definite cost matrices, International Journal of Modelling, Identification and Control,23, 3 (2015), pag. DOI: 10.1504/IJMIC.2015.069941 .Citeaza: Muneomi Sagara, Hiroaki Mukaidani, Vasile Dragan, Near-optimal control for multipa-rameter singularly perturbed stochastic systems, Optimal Control Applications and Meth-ods, Volume 32, Issue 1, (2011), pag. 113- 125

107. T Hou, H Ma, Stability analysis of discrete-time stochastic systems with infinite Markov jumpparameter, American Control Conference (ACC), (2015), pag. 4192 – 4197.Citeaza: V. Dragan, T. Morozan, Discrete-time linear equations defined by positive operatorson ordered Hilbert spaces, Rev. Roumaine Math. Pures et Appl., 53, 2-3, (2008), pag.131–166.

108. IG Ivanov, NC Netov, BC Bogdanova, Numerical solvers to the stabilizing solution of perturbedalgebraic Riccati equations in LQ zero-sum games, Conference Proceedings of ApplicationOf Mathematics In Technical And Nature, doi.org/10.1063/1.4934329, (2015).Citeaza: V Dragan, IG Ivanov , Computation of the stabilizing solution of game theoretic Riccatiequation arising in stochastic H8 control problems, Numerical Algorithms, 57, 3, (2011),pag. 357 – 375.

109. IG Ivanov, IG Ivanov, NC Netov, On the Iterative Solution to H8 Control Problems, AppliedMathematics, 6, 8, (2015), pag. 1263 – 1270.Citeaza: V Dragan, IG Ivanov , Computation of the stabilizing solution of game theoretic Riccatiequation arising in stochastic H8 control problems, Numerical Algorithms, 57, 3, (2011),pag. 357 – 375.

110. C Aduba, C Won , Resilient cumulant game control for cyber-physical systems, ResilienceWeek (RWS), (2015), pag. 1 – 6.Citeaza: H Mukaidani, M Unno, H Xu, V Dragan, Nash strategies of Markov jump stochasticsystems applied to weakly-coupled large-scale systems, Preprints of the 18th IFAC WorldCongress Milano (Italy) August 28 - September 2, (2011), pag. 5884 – 5889 .

111. G Wang, Q Zhang, X Yan, Stability, Chapter 2 in Analysis and Design of Singular Marko-vian Jump Systems, Springer, (2015), pag. 17 – 52.Citeaza: V Dragan, P Shi, EK Boukas, Control of singularly perturbed systems with Markovianjump parameters: an H8 approach, Automatica, Volume 35, Issue 8, (1999), pag. 1369-1378.

112. W Zhang, WX Zheng, BS Chen, Detectability, Observability and Lyapunov-Type Theorems ofLinear Discrete Time-Varying Stochastic Systems with Multiplicative Noise, Mathematics -Optimization and Control, arXiv:1509.04379 (2015).Citeaza: V Dragan, Optimal filtering for discrete-time linear systems with multiplicative white

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noise perturbations and periodic coefficients, IEEE Transactions on Automatic Control,58, 4, (2013), pag. 1029– 1034.

113. W. Liu, Optimal Estimation for Discrete-Time Linear Systems in the Presence of Multiplicativeand Time-Correlated Additive Measurement Noises, IEEE Trans Signal Processing, 63, 7,(2015), pag. 4583– 4593.Citeaza: V Dragan, Optimal filtering for discrete-time linear systems with multiplicative whitenoise perturbations and periodic coefficients, IEEE Transactions on Automatic Control,58, 4, (2013), pag. 1029– 1034.

114. W. Liu, Optimal Filtering for Discrete-Time Linear Systems with Time-Correlated Multiplica-tive Measurement Noises, IEEE Transactions on Automatic Control,10.1109/TAC.2015.2480238, (2015). Citeaza: V Dragan, Optimal filtering for discrete-time linear systems with multiplicative white noise perturbations and periodic coefficients, IEEETransactions on Automatic Control, 58, 4, (2013), pag. 1029– 1034.

115. L Sheng, M Gao, W Zhang, BS Chen, Infinite horizon H8 control for nonlinear stochastic Markovjump systems with (x, u, v)-dependent noise via fuzzy approach, Fuzzy Sets and Systems,273, (2015), pag. 105 – 123.Citeaza: V.Dragan, T.Morozan,A.M.Stoica, Mathematical Methods in Robust Control of Discrete-Time Linear Stochastic Systems, Carte Springer, (2010).

116. N BIN, C ZHANG, H ZHU, Z MO, Composite Stackelberg Strategy for Singularly PerturbedBilinear Quadratic Systems, Journal of Systems Science and Information, 3,2, (2015),pag. 154 – 163.Citeaza: H Mukaidani, M Unno, T Yamamoto,V. Dragan, Stackelberg strategies for singularlyperturbed stochastic systems, 2013 European Control Conference (ECC), (2013), pag. 730– 735.

117. H Mukaidani, H Xu, Stackelberg strategies for stochastic systems with multiple followers, Au-tomatica, Volume 53, (2015), pag. 53- 59.Citeaza: H Mukaidani, M Unno, T Yamamoto,V. Dragan, Stackelberg strategies for singularlyperturbed stochastic systems, 2013 European Control Conference (ECC), (2013), pag. 730– 735.

118. A. Andrada, L. Barberis, I. Dotti, Invariant solutions to the conformal Killing-Yano equationson Lie groups, Journal of Geometry and Physics, 94 (2015), pag. 199 – 208Citeaza: L. David, M Pontecorvo A characterization of quaternionic projective space by theconformal-Killing equation, Journal of the London Mathematical Society, (2) 80 (2009),pag. 326 – 340.

119. E. Barletta, S. Dragomir, M. Magliaro, Self-dual solutions to pseudo Yang-Mills equations,Nonlinear Analysis: Theory, Methos and Applications, vol. 126 (2015), pag. 45 – 68Citeaza: L. David, Weyl connections and curvature properties on CR-manifolds, Annales ofGlobal Analysis and Geometry, 26 (1) (2004), pag. 59 – 72.

120. A. Andrada, L. Barberis, I. Dotti, Invariant solutions to the conformal Killing-Yano equationson Lie groups, Journal of Geometry and Physics, 94 (2015), pag. 199 – 208Citeaza: L. David, The conformal-Killing equation on G2 and Spin7-structures, Journal ofGeometry and Physics, 61 (2011), pag. 1070 – 1078.

121. A. F. Battista, C. M. Mollo, N. Monopoli, RCCM Canons: Not Only a Problem of Cage,Proceedings of the 41st International Computer Music Conference 2015, University

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of North Texas, Denton, TX, USA, The International Computer Music Association,San Francisco, CA (2015), pag. 404 - 407 Citeaza: D. T. Vuza, Supplementary Sets andRegular Complementary Unending Canons Part I, Perspectives of New Music 29, 2 (1991),pag. 22 – 49

122. K. Amin, Hajos-Property for Direct Product of Groups, Advances in Linear Algebra &Matrix Theory, 5, (2015), pag. 139–142 Citeaza: D. T. Vuza, Supplementary Sets and RegularComplementary Unending Canons Part I, Perspectives of New Music 29, 2 (1991), pag. 22– 49

123. Wang, Wei, Pingwen Zhang, and Zhifei Zhang. “Rigorous Derivation from Landau–de GennesTheory to Ericksen–Leslie Theory.” SIAM Journal on Mathematical Analysis 47.1 (2015): 127-158Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

124. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. ”Weak solutions for aninitial-boundary Q-tensor problem related to liquid crystals.” Nonlinear Analysis: Theory, Meth-ods & Applications 112 (2015): 84-104.Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

125. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. “A uniqueness and regular-ity criterion for Q-tensor models with Neumann boundary conditions.” Differential and IntegralEquations 28.5/6 (2015): 537-552.Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

126. Golovaty, Dmitry; Montero, Jose Alberto; Sternberg, Peter. “Dimension Reduction for theLandau-de Gennes Model in Planar Nematic Thin Films” Journal of Nonlinear Science Volume:25 Issue: 6 Pages: 1431-1451.Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

127. Li, Sirui; Wang, Wei; Zhang, Pingwen “Local well-posedness and small Deborah limit of amolecule-based Q-tensor system ” Discrete and continuous dynamical systems, Series B Vol-ume: 20 Issue: 8 Pages: 2611-2655.Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

128. Lamy, Xavier “Uniaxial symmetry in nematic liquid crystals ” Annales de l’institute HenriPoincare-Analyse Non Lineaire Volume: 32 Issue: 5 Pages: 1125-1144Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

129. Boehmer, C. G.; Tamanini, N. “Rotational elasticity and couplings to linear elasticity” Mathe-matics and Mechanics of Solids Volume: 20 Issue: 8 Pages: 959-97

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Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

130. Huang JinRui; Ding ShiJin “Global well-posedness for the dynamical Q-tensor model of liquidcrystals” Science China-Mathematics Volume: 58 Issue: 6 Pages: 1349-1366Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

131. Ball, J. M.; Bedford, S. J. “Discontinuous Order Parameters in Liquid Crystal Theories” Molec-ular crystals and liquid crystals, Volume: 612 Issue: 1 Special Issue: SI Pages: 1-23Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

132. Calderer, M. Carme; Garzon, Carlos A. Garavito; Yan, Baisheng “A Landau-de Gennes theoryof liquid crystal elastomers” Discrete and continuous dynamical systems series S Volume: 8Issue: 2 Pages: 283-302Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

133. Han, Jiequn; Luo, Yi; Wang, Wei; et al. “From Microscopic Theory to Macroscopic Theory: aSystematic Study on Modeling for Liquid Crystals” Archive for Rational Mechanics and AnalysisVolume: 215 Issue: 3 Pages: 741-809Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

134. Giacomo, Canevari. “Biaxiality in the asymptotic analysis of a 2D Landau-de Gennes Model forliquid crystals” ESAIM- Control, Optimisation and Calculus of Variations Volume: 21 Issue: 1Pages: 101-137Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

135. Wang, Dehua; Xu, Xiang; Yu, Cheng “Global weak solution for a coupled compressible Navier-Stokes and Q-tensor system” Communications in Mathematical Sciences-Volume: 13 Issue: 1Pages: 49-82 Published: 2015Citeaza: Majumdar, Apala, and Arghir Zarnescu. “Landau-De Gennes theory of nematic liquidcrystals: the Oseen-Frank limit and beyond.” Archive for Rational Mechanics and Analysis 196.1(2010): 227-280.

136. Golovaty, Dmitry; Montero, Jose Alberto; Sternberg, Peter. “Dimension Reduction for theLandau-de Gennes Model in Planar Nematic Thin Films” Journal of Nonlinear Science Volume:25 Issue: 6 Pages: 1431-1451.Citeaza: Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

137. Canevari, Giacomo; Segatti, Antonio; Veneroni, Marco “Morse’s index formula in VMO forcompact manifolds with boundary” Journal of Functional Analysis Volume: 269 Issue: 10 Pages:3043-3082

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Citeaza:Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

138. Alama, Stan; Bronsard, Lia; Galvao-Sousa, Bernardo “Weak anchoring for a two-dimensionalliquid crystal Nonlinear analysis-theory methods & theory methods and applications Volume:119 Pages: 74-97Citeaza:Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

139. Ball, J. M.; Bedford, S. J. “Discontinuous Order Parameters in Liquid Crystal Theories” Molec-ular crystals and liquid crystals, Volume: 612 Issue: 1 Special Issue: SI Pages: 1-23Citeaza:Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

140. Braides, Andrea; Cicalese, Marco; Solombrino, Francesco, “Q-tensor continuum energies aslimits of head-to-tail symmetric spin systems”, Siam Journal on Mathematical Analysis Volume:47 Issue: 4 Pages: 2832-2867Citeaza: Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

141. Fei, Mingwen; Wang, Wei; Zhang, Pingwen; et al. “Dynamics of the nematic-isotropic sharpinterface for the liquid crystal, Siam Journal on Applied Mathematics Volume: 75 Issue: 4 Pages:1700-1724Citeaza: Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

142. Bousquet, Pierre; Ponce, Augusto C.; Van Schaftingen, Jean, “Strong density for higher orderSobolev spaces into compact manifolds” Journal of the European Mathematical Society Volume:17 Issue: 4 Pages: 763-817Citeaza: Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

143. Wang, Dehua; Xu, Xiang; Yu, Cheng, “Global weak solution for a coupled compressible Navier-Stokes and Q-tensor system”, Communications in Mathematical Sciences, Volume: 13 Issue: 1Pages: 49-82Citeaza: Ball, John M., and Arghir Zarnescu. “Orientability and energy minimization in liquidcrystal models.” Archive for Rational Mechanics and Analysis 202.2 (2011): 493-535.

144. Liao, Yang; Sun, Quanbao; Zhao, Xin; et al., “Asymptotic stability of standing waves for the cou-pled nonlinear Schrodinger system”, Boundary Value Problems, Article Number: 3 Published:JAN 10 2015Citeaza: Kirr, E.; Zarnescu, A., “On the asymptotic stability of bound states in 2D cubicSchrodinger equation” Communications in Mathematical Physics, Volume: 272 Issue: 2 Pages:443-468

145. Li, Sirui; Wang, Wei; Zhang, Pingwen, “Local well-posedness and small Deborah limit of amolecule-based Q-tensor system”, Discrete and continuous dynamical system-Series B, Volume:20 Issue: 8 Pages: 2611-2655Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

146. Huang JinRui; Ding ShiJin “Global well-posedness for the dynamical Q-tensor model of liquidcrystals” Science China-Mathematics Volume: 58 Issue: 6 Pages: 1349-1366

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Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

147. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. “A uniqueness and regular-ity criterion for Q-tensor models with Neumann boundary conditions.” Differential and IntegralEquations 28.5/6 (2015): 537-552.Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

148. Fei, Mingwen; Wang, Wei; Zhang, Pingwen; et al. “Dynamics of the nematic-isotropic sharpinterface for the liquid crystal, Siam Journal on Applied Mathematics Volume: 75 Issue: 4 Pages:1700-1724Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

149. Wang, Wei, Pingwen Zhang, and Zhifei Zhang. “Rigorous Derivation from Landau–de GennesTheory to Ericksen–Leslie Theory.” SIAM Journal on Mathematical Analysis 47.1 (2015): 127-158Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

150. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. ”Weak solutions for aninitial-boundary Q-tensor problem related to liquid crystals.” Nonlinear Analysis: Theory, Meth-ods & Applications 112 (2015): 84-104.Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

151. Wang, Dehua; Xu, Xiang; Yu, Cheng, “Global weak solution for a coupled compressible Navier-Stokes and Q-tensor system”, Communications in Mathematical Sciences, Volume: 13 Issue: 1Pages: 49-82Citeaza: Paicu, Marius, and Arghir Zarnescu. “Energy dissipation and regularity for a coupledNavier-Stokes and Q-tensor system.” Archive for Rational Mechanics and Analysis 203.1 (2012):45-67.

152. Li, Sirui; Wang, Wei; Zhang, Pingwen, “Local well-posedness and small Deborah limit of amolecule-based Q-tensor system”, Discrete and continuous dynamical system-Series B, Volume:20 Issue: 8 Pages: 2611-2655Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full coupledNavier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011): 2009-2049.

153. Wilkinson, Mark Strictly Physical Global Weak Solutions of a Navier-Stokes Q-tensor Systemwith Singular Potential, Archive for Rational Mechanics and Analysis, Volume: 218 Issue: 1Pages: 487-526Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full coupledNavier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011): 2009-2049.

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154. Huang JinRui; Ding ShiJin “Global well-posedness for the dynamical Q-tensor model of liquidcrystals” Science China-Mathematics Volume: 58 Issue: 6 Pages: 1349-1366Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full coupledNavier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011): 2009-2049.

155. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. “A uniqueness and regular-ity criterion for Q-tensor models with Neumann boundary conditions.” Differential and IntegralEquations 28.5/6 (2015): 537-552.Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full cou-pled Navier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011):2009-2049.

156. Wang, Wei, Pingwen Zhang, and Zhifei Zhang. “Rigorous Derivation from Landau–de GennesTheory to Ericksen–Leslie Theory.” SIAM Journal on Mathematical Analysis 47.1 (2015): 127-158Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full coupledNavier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011): 2009-2049.

157. Guillen-Gonzalez, Francisco, and Maria Angeles Rodriguez-Bellido. ”Weak solutions for aninitial-boundary Q-tensor problem related to liquid crystals.” Nonlinear Analysis: Theory, Meth-ods & Applications 112 (2015): 84-104.Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full cou-pled Navier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011):2009-2049.

158. Wang, Dehua; Xu, Xiang; Yu, Cheng, “Global weak solution for a coupled compressible Navier-Stokes and Q-tensor system”, Communications in Mathematical Sciences, Volume: 13 Issue: 1Pages: 49-82Citeaza:Paicu, Marius, and Arghir Zarnescu. ”Global existence and regularity for the full coupledNavier-Stokes and Q-tensor system.” SIAM Journal on Mathematical Analysis 43.5 (2011): 2009-2049.

159. Boehmer, C. G.; Tamanini, N. “Rotational elasticity and couplings to linear elasticity” Mathe-matics and Mechanics of Solids Volume: 20 Issue: 8 Pages: 959-97Citeaza: Ball, John M., and Arghir Zarnescu. “Orientable and non-orientable line field mod-els for uniaxial nematic liquid crystals.” Molecular crystals and liquid crystals 495.1 (2008):221-573.

160. Ball, J. M.; Bedford, S. J. “Discontinuous Order Parameters in Liquid Crystal Theories” Molec-ular crystals and liquid crystals, Volume: 612 Issue: 1 Special Issue: SI Pages: 1-23Citeaza: Ball, John M., and Arghir Zarnescu. “Orientable and non-orientable line field mod-els for uniaxial nematic liquid crystals.” Molecular crystals and liquid crystals 495.1 (2008):221-573.

161. Mei, Song; Zhang, Pingwen On a moleculare based Q-tensor model for liquid crystals with densityvariations, Multiscaled Modeling and Simulations Volume: 13 Issue: 3 Pages: 977-1000 Citeaza:Ball, John M., and Arghir Zarnescu. “Orientable and non-orientable line field models for uniaxialnematic liquid crystals.” Molecular crystals and liquid crystals 495.1 (2008): 221-573.

162. Giacomo, Canevari. “Biaxiality in the asymptotic analysis of a 2D Landau-de Gennes Model forliquid crystals” ESAIM- Control, Optimisation and Calculus of Variations Volume: 21 Issue: 1

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Pages: 101-137Citeaza: Ball, John M., and Arghir Zarnescu. “Orientable and non-orientable line field modelsfor uniaxial nematic liquid crystals.” Molecular crystals and liquid crystals 495.1 (2008): 221-573.

163. Giacomo, Canevari. “Biaxiality in the asymptotic analysis of a 2D Landau-de Gennes Model forliquid crystals” ESAIM- Control, Optimisation and Calculus of Variations Volume: 21 Issue: 1Pages: 101-137Citeaza: R. Ignat, V. Slastikov, L. Nguyen and A.Zarnescu “Stability of the vortex defect in theLandau?de Gennes theory for nematic liquid crystals.” Comptes Rendus Mathematique 351.13(2013): 533-537.

164. Lamy, Xavier “Uniaxial symmetry in nematic liquid crystals ” Annales de l’institute HenriPoincare-Analyse Non Lineaire Volume: 32 Issue: 5 Pages: 1125-1144Citeaza: R. Ignat, V. Slastikov, L. Nguyen and A.Zarnescu “Stability of the vortex defect in theLandau?de Gennes theory for nematic liquid crystals.” Comptes Rendus Mathematique 351.13(2013): 533-537.

165. Ball, J. M.; Bedford, S. J. “Discontinuous Order Parameters in Liquid Crystal Theories” Molec-ular crystals and liquid crystals, Volume: 612 Issue: 1 Special Issue: SI Pages: 1-23Citeaza: Nguyen, Luc, and Arghir Zarnescu. “Refined approximation for minimizers of aLandau-de Gennes energy functional.” Calculus of Variations and Partial Differential Equations47.1-2 (2013): 383-432.

166. Fei, Mingwen; Wang, Wei; Zhang, Pingwen; et al. “Dynamics of the nematic-isotropic sharpinterface for the liquid crystal, Siam Journal on Applied Mathematics Volume: 75 Issue: 4 Pages:1700-1724Citeaza: Nguyen, Luc, and Arghir Zarnescu. “Refined approximation for minimizers of aLandau-de Gennes energy functional.” Calculus of Variations and Partial Differential Equations47.1-2 (2013): 383-432.

167. Wang, Wei, Pingwen Zhang, and Zhifei Zhang. “Rigorous Derivation from Landau–de GennesTheory to Ericksen–Leslie Theory.” SIAM Journal on Mathematical Analysis 47.1 (2015): 127-158Citeaza: Nguyen, Luc, and Arghir Zarnescu. “Refined approximation for minimizers of aLandau-de Gennes energy functional.” Calculus of Variations and Partial Differential Equations47.1-2 (2013): 383-432.

168. Eleuteri, Michela; Rocca, Elisabetta; Schimperna, Giulio “On a non-isothermal diffuse interfacemodel for two-phase flows of incompressible fluids Discrete and Continuous Dynamical Systems,Volume: 35 Issue: 6 Special Issue: SI Pages: 2497-2522Citeaza: Feireisl, Eduard; Rocca, Elisabetta; Schimperna, Giulio; Zarnescu, Arghir Evolution ofnon-isothermal Landau-de Gennes nematic liquid crystal flows with singular potential, Commu-nications in Mathematical Sciences, Volume: 12 Issue: 2 Pages: 317-343

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185. Michal Benes , Igor Paanin, Effective Flow of Incompressible Micropolar Fluid Through a Systemof Thin Pipes, Acta Applicandae Mathematicae (First online 16 October 2015), pag. 1 –15Citeaza: D. Dupuy, G. P. Panasenko, R. Stavre, Asymptotic methods for micropolar flows in atube structure, Math. Mod. Meth. Appl. Sci., 14 (2004), pag. 735 – 758

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481. L.H. Kauffman, Self-reference, biologic and the structure of reproduction, Progress in Biophysicsand Molecular Biology (2 July 2015 available online, in press)

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482. L.H. Kauffman, S.J.Lomonaco, Diagrammatic quantum mechanics, Proc. SPIE 9500, QuantumInformation and Computation XIII, 95000W (May 21, 2015); doi:10.1117/12.2178362,Citeaza: M Buliga, L.H. Kauffman, Chemlambda, universality and self-multiplication, MITPress (2014), Complex Adaptive Systems, Artificial Life 14, Proceedings of the Fourteenth In-ternational Conference on the Synthesis and Simulation of Living Systems, eds. Hiroki Sayama,John Rieffel, Sebastian Risi, Rene Doursat and Hod Lipson ,http://arxiv.org/abs/1403.8046arXiv:1403.8046, doi:10.7551/978-0-262-32621-6-ch079

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484. A.Y. Carmi, D. Moskovich, Computing with Colored Tangles, Symmetry 2015, 7, 1289-1332;doi:10.3390/sym7031289,Citeaza: M. Buliga, Braided spaces with dilations and sub-riemannian symmetric spaces. in:Geometry. Exploratory Workshop on Differential Geometry and its Applications, eds. D. An-drica, S. Moroianu, Cluj-Napoca 2011, 21-35 ,http://arxiv.org/abs/1005.5031arXiv:1005.5031

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486. A.Y. Carmi, D. Moskovich, Computing with Colored Tangles, Symmetry 2015, 7, 1289-1332;doi:10.3390/sym7031289,Citeaza: M. Buliga, Computing with space: a tangle formalism for chora and difference ,http://arxiv.org/abs/1103.6007arXiv:1103.6007

487. A.Y. Carmi, D. Moskovich, Tangle machines, Proc. R. Soc. A 2015 471 20150111,doi:10.1098/rspa.2015.0111,Citeaza: M. Buliga, Braided spaces with dilations and sub-riemannian symmetric spaces. in: Ge-ometry. Exploratory Workshop on Differential Geometry and its Applications, eds. D. Andrica,S. Moroianu, Cluj-Napoca 2011, 21-35 , http://arxiv.org/abs/1005.5031arXiv:1005.5031

488. A.Y. Carmi, D. Moskovich, Tangle machines, Proc. R. Soc. A 2015 471 20150111,doi:10.1098/rspa.2015.0111,Citeaza: M. Buliga, L.H. Kauffman, GLC actors, artificial chemical connectomes, topologicalissues and knots, http://arxiv.org/abs/1312.4333arXiv:1312.4333

489. A.Y. Carmi, D. Moskovich, Tangle machines, Proc. R. Soc. A 2015 471 20150111,doi:10.1098/rspa.2015.0111,Citeaza: M. Buliga, Computing with space: a tangle formalism for chora and difference ,http://arxiv.org/abs/1103.6007arXiv:1103.6007

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491. N. Costea, M. Csirik, C. Varga, Weak solvability via bipotential method for contact models withnonmonotone boundary conditions, Z. Angew. Math. Phys. (2015), doi:10.1007/s00033-015-0513-2Citeaza:M. Buliga, G. de Saxce, C. Vallee, Blurred Constitutive Laws and Bipotential ConvexCovers, Math. Mech. Solids vol. 16(2) (2011), pag. 161 – 171,http://arxiv.org/abs/0905.0067arXiv:0905.0067

492. N. Costea, M. Csirik, C. Varga, Weak solvability via bipotential method for contact models withnonmonotone boundary conditions, Z. Angew. Math. Phys. (2015), doi:10.1007/s00033-015-0513-2Citeaza: M. Buliga, G. de Saxce, C. Vallee, A variational formulation for constitutive lawsdescribed by bipotentials, Mathematics and Mechanics of Solids 18(2013), no. 1, 78-90,doi:10.1177/1081286511436136, http://arxiv.org/abs/1110.6598arXiv:1110.6598

493. E. Le Donne, A metric characterization of Carnot Groups, Proc. Amer. Math. Soc. 143 (2015),845-849Citeaza: M. Buliga, A characterization of sub-Riemannian spaces as length dilation struc-tures constructed via coherent projections, Commun. Math. Anal. 11 (2011), no. 2, 70111,http://arxiv.org/abs/0810.5042arXiv:0810.5042

494. L. Cheng, Y. Jia, A. Oueslati, G. de Saxce, D. Kondo, A bipotential-based limit analysis andhomogenization of ductile porous materials with non-associated DruckerPrager matrix, Journalof the Mechanics and Physics of Solids 77 (2015), 1–26Citeaza: M. Buliga, G. de Saxce, C. Vallee, Existence and construction of bipotentials for graphsof multivalued laws, J. of Convex Analysis vol. 15(1) (2008), pag. 87 – 104,http://arxiv.org/abs/math/0608424arXiv:math/0608424

495. L. Cheng, Y. Jia, A. Oueslati, G. de Saxce, D. Kondo, A bipotential-based limit analysis andhomogenization of ductile porous materials with non-associated DruckerPrager matrix, Journalof the Mechanics and Physics of Solids 77 (2015), 1–26Citeaza: M. Buliga, G. de Saxce, C. Vallee: Bipotentials for Non-monotone Multivalued Oper-ators: Fundamental Results and Applications, Acta Appl. Math. vol. 110(2) (2010), pag. 955– 972,http://arxiv.org/abs/0804.1863arXiv:0804.1863

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497. L. Cheng, Y. Jia, A. Oueslati, G. de Saxce, D. Kondo, A bipotential-based limit analysis andhomogenization of ductile porous materials with non-associated DruckerPrager matrix, Journalof the Mechanics and Physics of Solids 77 (2015), 1–26Citeaza: M. Buliga, G. de Saxce, C. Vallee, Non Maximal Cyclically Monotone Graphs andConstruction of a Bipotential for the Coulomb’s Dry Friction Law, J. of Convex Analysis vol.17(1) (2010), pag. 81 – 94,http://arxiv.org/abs/0802.1140arXiv:0802.1140

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499. P. Neff, I.-D. Ghiba, J. Lankeit, The Exponentiated Hencky-Logarithmic Strain Energy. PartI: Constitutive Issues and Rank-One Convexity, J. Elasticity (2015), online 27 March 2015,doi:10.1007/s10659-015-9524-7Citeaza: M. Buliga, Four applications of majorization to convexity in the calculus of variations,Linear Algebra Appl. vol. 429(7) (2008), pag. 1528 – 1545,http://arxiv.org/abs/math/0105044arXiv:math/0105044

500. M. Hamlaoui, A. Oueslati, B. Lamri, G. de Saxce, Finite element analysis of the plastic limitload and the collapse mechanism of strip foundations with non-associated Drucker-Prager model,European Journal of Environmental and Civil Engineering, 19:10, 1179-1201, (2015)DOI:10.1080/19648189.2015.1005162Citeaza: M. Buliga, G. de Saxce, C. Vallee, Existence and construction of bipotentials for graphsof multivalued laws, J. of Convex Analysis vol. 15(1) (2008), pag. 87 – 104,http://arxiv.org/abs/math/0608424arXiv:math/0608424

501. L. Placidi,A variational approach for a nonlinear one-dimensional damage-elasto-plastic second-gradient continuum model, Continuum Mechanics and Thermodynamics, first online 23 Decem-ber 2014 doi:10.1007/s00161-014-0405-2Citeaza: M. Buliga, Energy Minimizing Brittle Crack Propagation, J. of Elasticity vol. 52(3)(1999), pag. 201 – 238

502. T.T. Nguyen, J. Yvonnet, Q.Z. Zhu, M. Bornert, C. Chateau, A phase field method to simulatecrack nucleation and propagation in strongly heterogeneous materials from direct imaging oftheir microstructure, Engineering Fracture Mechanics Volume 139, May 2015, Pages 1839Citeaza: M. Buliga, Energy Minimizing Brittle Crack Propagation, J. of Elasticity vol. 52(3)(1999), pag. 201 – 238

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Published: 2015Citeaza: Boyer, Charles P.; Galicki, Krzysztof; Ornea, Liviu Constructions in sasakian geom-etry , MATHEMATISCHE ZEITSCHRIFT Volume: 257 Issue: 4 Pages: 907-924Published: DEC 2007

547. Apostolov, Vestislav; Bailey, Michael; Dloussky, Georges, From locally conformally Kahler tobi-Hermitian structures on non-Kahler complex surfaces, MATHEMATICAL RESEARCHLETTERS Volume: 22 Issue: 2 Pages: 317-336 Published: 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

548. Apostolov, Vestislav; Bailey, Michael; Dloussky, Georges, From locally conformally Kahler tobi-Hermitian structures on non-Kahler complex surfaces, MATHEMATICAL RESEARCHLETTERS Volume: 22 Issue: 2 Pages: 317-336 Published: 2015Citeaza: Gauduchon, P; Ornea, L Locally conformally Kahler metrics on Hopf surfaces , AN-NALES DE L INSTITUT FOURIER Volume: 48 Issue: 4 (1998) 1107–1127

549. Apostolov, Vestislav; Bailey, Michael; Dloussky, Georges, From locally conformally Kahler tobi-Hermitian structures on non-Kahler complex surfaces, MATHEMATICAL RESEARCHLETTERS Volume: 22 Issue: 2 Pages: 317-336 Published: 2015Citeaza:Ornea, L.; Verbitsky, M. A report on locally conformally Kahler manifolds , Contem-porary Mathematics Volume: 542 Pages: 135-149 Published: 2011

550. Apostolov, Vestislav; Bailey, Michael; Dloussky, Georges, From locally conformally Kahler tobi-Hermitian structures on non-Kahler complex surfaces, MATHEMATICAL RESEARCHLETTERS Volume: 22 Issue: 2 Pages: 317-336 Published: 2015Citeaza:Ornea, L.; Verbitsky, M. Morse-Novikov cohomology of locally conformally Kahler man-ifolds , JOURNAL OF GEOMETRY AND PHYSICS Volume: 59 Issue: 3 Pages:295-305 Published: MAR 2009

551. Fernandez, L. M.; Fuentes, A. M, Some relationships between intrinsic and extrinsic invariants ofsubmanifolds in generalized S-space-forms, HACETTEPE JOURNAL OF MATHEMAT-ICS AND STATISTICS Volume: 44 Issue: 1 Pages: 59-74 Published: 2015Citeaza: Ornea, L. Suvarietati Cauchy-Riemann generice in S-varietati, Stud. Cerc. Mat.Volume: 36 Issue: 5 Pages: 435-443 Published: 1984

552. Matsumoto, Koji, CR-Submanifolds with the Symmetric del sigma in a Locally ConformalKaehler Space Form, FILOMAT Volume: 29 Issue: 3 Pages: 611-618 Published: 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

553. Cappelletti-Montano, Beniamino; De Nicola, Antonio; Carlos Marrero, Juan; et al., SasakianNilmanifolds, INTERNATIONAL MATHEMATICS RESEARCH NOTICES Issue:15 Pages: 6648-6660 Published: 2015Citeaza:Ornea, L.; Verbitsky, M. Sasakian structures on CR-manifolds, GEOMETRIAE DED-ICATA Volume: 125 Issue: 1 Pages: 159-173 Published: MAR 2007

554. Cappelletti-Montano, Beniamino; De Nicola, Antonio; Carlos Marrero, Juan; et al., SasakianNilmanifolds, INTERNATIONAL MATHEMATICS RESEARCH NOTICES Issue:15 Pages: 6648-6660 Published: 2015Citeaza:Ornea, L.; Verbitsky, M. Embeddings of compact Sasakian manifolds, MATHEMATI-CAL RESEARCH LETTERS Volume: 14 Issue: 4 Pages: 703-710 Published: JUL2007

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555. Moosa, Rahim; Toma, Matei, A note on subvarieties of powers of OT-manifolds, BULLETINMATHEMATIQUE DE LA SOCIETE DES SCIENCES MATHEMATIQUES DEROUMANIE Volume: 58 Issue: 3 Pages: 311-316 Published: 2015Citeaza: Ornea, Liviu; Verbitsky, Misha OELJEKLAUS-TOMA MANIFOLDS ADMITTINGNO COMPLEX SUBVARIETIES , MATHEMATICAL RESEARCH LETTERS Vol-ume: 18 Issue: 4 Pages: 747-754 Published: JUL 2011

556. Yang, Xiangdong; Zhao, Guosong, A NOTE ON THE MORSE-NOVIKOV COHOMOLOGYOF BLOW-UPS OF LOCALLY CONFORMAL KAHLER MANIFOLDS, BULLETIN OFTHE AUSTRALIAN MATHEMATICAL SOCIETY Volume: 91 Issue: 1 Pages:155-166 Published: FEB 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

557. Yang, Xiangdong; Zhao, Guosong, A NOTE ON THE MORSE-NOVIKOV COHOMOLOGYOF BLOW-UPS OF LOCALLY CONFORMAL KAHLER MANIFOLDS, BULLETIN OFTHE AUSTRALIAN MATHEMATICAL SOCIETY Volume: 91 Issue: 1 Pages:155-166 Published: FEB 2015 Citeaza:Ornea, L.; Verbitsky, M. Morse-Novikov cohomologyof locally conformally Kahler manifolds , JOURNAL OF GEOMETRY AND PHYSICSVolume: 59 Issue: 3 Pages: 295-305 Published: MAR 2009

558. Yang, Xiangdong; Zhao, Guosong, A NOTE ON THE MORSE-NOVIKOV COHOMOLOGYOF BLOW-UPS OF LOCALLY CONFORMAL KAHLER MANIFOLDS, BULLETIN OFTHE AUSTRALIAN MATHEMATICAL SOCIETY Volume: 91 Issue: 1 Pages:155-166 Published: FEB 2015Citeaza: Ornea, Liviu; Verbitsky, Misha; Vuletescu, Victor, Blow-ups of Locally ConformallyKahler Manifolds, INTERNATIONAL MATHEMATICS RESEARCH NOTICES Is-sue: 12 Pages: 2809-2821 Published: 2013

559. Yang, Song, Blow-ups of locally conformally Balanced manifolds, GEOMETRIAE DEDI-CATA Volume: 174 Issue: 1 Pages: 187-192 Published: FEB 2015Citeaza:Ornea, L.; Verbitsky, M. A report on locally conformally Kahler manifolds , Contem-porary Mathematics Volume: 542 Pages: 135-149 Published: 2011

560. Yang, Song, Blow-ups of locally conformally Balanced manifolds, GEOMETRIAE DEDI-CATA Volume: 174 Issue: 1 Pages: 187-192 Published: FEB 2015Citeaza: Ornea, Liviu; Verbitsky, Misha; Vuletescu, Victor, Blow-ups of Locally ConformallyKahler Manifolds, INTERNATIONAL MATHEMATICS RESEARCH NOTICES Is-sue: 12 Pages: 2809-2821 Published: 2013

561. Xiong, Yueshan, Homotopy connectedness theorems for submanifolds of Sasakian manifolds,FRONTIERS OF MATHEMATICS IN CHINA Volume: 10 Issue: 2 Pages: 395-414 Published: APR 2015Citeaza: Binh, T Q; Ornea, L; Tamassy, L., Intersections of Riemannian submanifolds. Vari-ations on a theme by T.J. Frankel, Rend Mat Volume: 19 Pages: 107-121 Published:1999

562. Slobodeanu, R.; Svensson, M, Skyrme-Faddeev Instantons on Complex Surfaces, COMMUNI-CATIONS IN MATHEMATICAL PHYSICS Volume: 335 Issue: 1 Pages: 83-91Published: APR 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

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563. Boyer, Charles P.; Tonfiesen-Friedman, Christina W., The Sasaki join and admissible Kahlerconstructions, JOURNAL OF GEOMETRY AND PHYSICS Volume: 91 Pages: 29-39 Published: MAY 2015Citeaza: Boyer, Charles P.; Galicki, Krzysztof; Ornea, Liviu Constructions in sasakian geom-etry , MATHEMATISCHE ZEITSCHRIFT Volume: 257 Issue: 4 Pages: 907-924Published: DEC 2007

564. Bejan, Cornelia-Livia; Druta-Romaniuc, Simona-Luiza, Structures Which are Harmonic with Re-spect to Walker Metrics, MEDITERRANEAN JOURNAL OF MATHEMATICS Vol-ume: 12 Issue: 2 Pages: 481-496 Published: MAY 2015Citeaza: Ianus, Stere; Ornea, Liviu; Vilcu, Gabriel Eduard, Submanifolds in Manifolds with Met-ric Mixed 3-Structures, MEDITERRANEAN JOURNAL OF MATHEMATICS Vol-ume: 9 Issue: 1 Pages: 105-128 Published: FEB 2012

565. Battisti, Laurent; Oeljeklaus, Karl, HOLOMORPHIC LINE BUNDLES OVER DOMAINS INCOUSIN GROUPS AND THE ALGEBRAIC DIMENSION OF OELJEKLAUS-TOMA MAN-IFOLDS, PROCEEDINGS OF THE EDINBURGH MATHEMATICAL SOCIETYVolume: 58 Issue: 2 Pages: 273-285 Published: JUN 2015Citeaza: Ornea, Liviu; Verbitsky, Misha OELJEKLAUS-TOMA MANIFOLDS ADMITTINGNO COMPLEX SUBVARIETIES , MATHEMATICAL RESEARCH LETTERS Vol-ume: 18 Issue: 4 Pages: 747-754 Published: JUL 2011

566. Alekseevsky, D. V.; Cortes, V.; Hasegawa, K.; et al., Homogeneous locally conformally Kahlerand Sasaki manifolds, INTERNATIONAL JOURNAL OF MATHEMATICS Volume:26 Issue: 6 Article Number: 1541001 Published: JUN 2015Citeaza: P. Gauduchon, A. Moroianu, L. Ornea Compact homogeneous LCK manifolds areVaisman, Math. Annalen. 361 (2015), pag. 1043 – 1048

567. Vukmirovic, Srdjan, Classification of left-invariant metrics on the Heisenberg group, JOUR-NAL OF GEOMETRY AND PHYSICS Volume: 94 Pages: 72-80 Published: AUG2015Citeaza: Boyer, Charles P.; Galicki, Krzysztof; Ornea, Liviu Constructions in sasakian geom-etry , MATHEMATISCHE ZEITSCHRIFT Volume: 257 Issue: 4 Pages: 907-924Published: DEC 2007

568. Habib, Georges; Vezzoni, Luigi, Some remarks on Calabi-Yau and hyper-Kahler foliations, DIF-FERENTIAL GEOMETRY AND ITS APPLICATIONS Volume: 41 Pages: 12-32Published: AUG 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

569. Habib, Georges; Vezzoni, Luigi, Some remarks on Calabi-Yau and hyper-Kahler foliations, DIF-FERENTIAL GEOMETRY AND ITS APPLICATIONS Volume: 41 Pages: 12-32Published: AUG 2015Citeaza: Ornea, Liviu; Verbitsky, Misha OELJEKLAUS-TOMA MANIFOLDS ADMITTINGNO COMPLEX SUBVARIETIES , MATHEMATICAL RESEARCH LETTERS Vol-ume: 18 Issue: 4 Pages: 747-754 Published: JUL 2011

570. Bande, Gianluca; Hadjar, Amine, Minimality of invariant submanifolds in metric contact pairgeometry, ANNALI DI MATEMATICA PURA ED APPLICATA Volume: 194 Issue:4 Pages: 1107-1122 Published: AUG 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

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571. Shahbazi, C. S., M-theory on non-Kahler eight-manifolds, JOURNAL OF HIGH ENERGYPHYSICS Issue: 9 Article Number: 178 Published: SEP 25 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

572. Shahbazi, C. S., M-theory on non-Kahler eight-manifolds, JOURNAL OF HIGH ENERGYPHYSICS Issue: 9 Article Number: 178 Published: SEP 25 2015Citeaza:Ornea, L.; Verbitsky, M. A report on locally conformally Kahler manifolds , Contem-porary Mathematics Volume: 542 Pages: 135-149 Published: 2011

573. Slesar, V., A note on transverse divergence and taut Riemannian foliations, JOURNAL OFGEOMETRY AND PHYSICS, Volume: 96, Pages: 204-211, Published: OCT 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

574. Munoz, Vicente; Tralle, Aleksy, Simply connected K-contact and Sasakian manifolds of dimen-sion 7, MATHEMATISCHE ZEITSCHRIFT Volume: 281 Issue: 1-2 Pages: 457-470Published: OCT 2015Citeaza:Ornea, L.; Verbitsky, M. Sasakian structures on CR-manifolds, GEOMETRIAE DED-ICATA Volume: 125 Issue: 1 Pages: 159-173 Published: MAR 2007

575. Barletta, Elisabetta; Dragomir, Sorin, Proper holomorphic maps in harmonic map theory, AN-NALI DI MATEMATICA PURA ED APPLICATA Volume: 194 Issue: 5 Pages:1469-1498 Published: OCT 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

576. Sawai, Hiroshi, Vaisman structures on compact solvmanifolds, GEOMETRIAE DEDICATAVolume: 178 Issue: 1 Pages: 389-404 Published: OCT 2015Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

577. Sawai, Hiroshi, Vaisman structures on compact solvmanifolds, GEOMETRIAE DEDICATAVolume: 178 Issue: 1 Pages: 389-404 Published: OCT 2015Citeaza:Ornea, L.; Verbitsky, M. A report on locally conformally Kahler manifolds , Contem-porary Mathematics Volume: 542 Pages: 135-149 Published: 2011

578. K. Hasegawa, Y. Kamishima, Locally Conformally Khler Structures on Homogeneous Spaces, inGeometry and Analysis on Manifolds Volume 308 of the series Progress in Mathe-matics pp 353-372Citeaza: P. Gauduchon, A. Moroianu, L. Ornea Compact homogeneous LCK manifolds are Vais-man, Math. Annalen. 361 (2015), pag. 1043 – 1048

579. S.L. Druta-Romaniuc, A Study on the Para-Holomorphic Sectional Curvature of Para-KhlerCotangent Bundles, Annals of the Alexandru Ioan Cuza University - Mathematics,vol. 61, 2015Citeaza: C.L. Bejan, L. Ornea, An example of an almost hyperbolic Hermitian manifold, Inter-nat. J. Math. Math. Sci., 21 (1998), 613618.

580. R. Abdi, E. Abedi, Invariant and Anti-Invariant Submanifolds of a Conformal Kenmotsu Mani-fold, Azerbaijan Journal of Mathematics. Jan2015, Vol. 5 Issue 1, p54-63. 10p.Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

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581. T. Noda, STABILITY FOR CANONICAL FOLIATIONS ON INOUE SURFACES, Transna-tional Journal of Mathematical Analysis and Applications Vol. 3, Issue 1, 2015,Pages 1-14Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

582. M.B. Banaru, Geometry of 6-Dimensional Hermitian Manifolds of the Octave Algebra, Journalof Mathematical Sciences June 2015, Volume 207, Issue 3, pp 354-388Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

583. A. Barman, ON LORENTZIAN α- SASAKIAN MANIFOLDS ADMITTING A TYPE OFSEMI-SYMMETRIC METRIC CONNECTION, Novi Sad J. Math. Vol. 44, No. 2,2014, 77-88Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

584. A. Lischewski, The zero set of a twistor spinor in any metric signature, Rendiconti del CircoloMatematico di Palermo (1952 -) August 2015, Volume 64, Issue 2, pp 177-201Citeaza: Belgun, F., Moroianu, A., Ornea, L., Essential points of conformal vector fields, J.Geom. Phys. 61(3),589593 (2011)

585. M. Parton, P. Piccinni, The even Clifford structure of the fourth Severi variety, Complexmanifolds, Vol. 2, Issue 1, aug. 2015, 89-104Citeaza: L. Ornea, M. Parton, P. Piccinni, V. Vuletescu, Spin(9) geometry of the octonionicHopf fibration, Transformation Groups, 18(3):845864, 2013

586. A. Moroianu, Compact lcK manifolds with parallel vector fields, Complex Manifolds 2015;vol 2:2633Citeaza: Dragomir, S.; Ornea, L. Locally conformal Kahler geometry, Progress in Math. 155,Birkhauser (1998)

587. A. Moroianu, Compact lcK manifolds with parallel vector fields, Complex Manifolds 2015;vol 2:2633Citeaza: P. Gauduchon, A. Moroianu, L. Ornea Compact homogeneous LCK manifolds areVaisman, Math. Annalen. 361 (2015), pag. 1043 – 1048

588. A. Moroianu, Compact lcK manifolds with parallel vector fields, Complex Manifolds 2015;vol 2:2633Citeaza: Gauduchon, P; Ornea, L Locally conformally Kahler metrics on Hopf surfaces , AN-NALES DE L INSTITUT FOURIER Volume: 48 Issue: 4 (1998) 1107–1127

589. A. Moroianu, Compact lcK manifolds with parallel vector fields, Complex Manifolds 2015;vol 2:2633Citeaza:Ornea, L.; Verbitsky, M. Structure theorem for compact Vaisman manifolds , MATH-EMATICAL RESEARCH LETTERS Volume: 10 Issue: 5-6 Pages: 799-805 Pub-lished: SEP-NOV 2003

590. A. Moroianu, Compact lcK manifolds with parallel vector fields, Complex Manifolds 2015;vol 2:2633

591. E. Beneish, W. Chinn, Coverings of graded pointed Hopf algebras, J. Algebra 422 (2015), pag.730 – 740

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Citeaza: S. Dascalescu, M.C. Iovanov, C. Nastasescu, Path subcoalgebras, finiteness propertiesand quantum groups, J. Noncommut. Geom. 7 (2013), pag. 737 – 766

592. M.C. Iovanov, Triangular matrix coalgebras and applications, Linear Multilinear Algebra63 (2015), pag. 46 – 67Citeaza: S. Dascalescu, M.C. Iovanov, C. Nastasescu, Quiver algebras, path coalgebras and core-flexivity, Pacific J. Math. 262 (2013), pag. 49 – 79

593. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: J. Gomez-Torrecillas, C. Nastasescu, Colby-Fuller duality between coalgebras, J. Alge-bra 185 (1996), pag. 527 – 543

594. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: J. Cuadra, C. Nastasescu, F. Van Oystaeyen, Graded almost Noetherian rings andapplications to coalgebras, J. Algebra 256 (2002), pag. 97 – 110

595. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: C. Nastasescu, B. Torrecillas, Torsion theories for coalgebras, J. Pure Appl. Algebra97 (1994), pag. 203 – 220

596. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: C. Nastasescu, B. Torrecillas, Y.H. Zhang, Hereditary coalgebras, Comm. Algebra24 (1994), pag. 1521 – 1528

597. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: J.A. Lopez Ramos, C. Nastasescu, B. Torrecillas, Minimal projective resolutions forcomodules, K- Theory 32 (2004), pag. 357 – 364

598. M. Vancliff, On the notion of complete intersection outside the setting of skew polynomial rings,Comm. Algebra 43 (2015), pag. 460 – 470Citeaza: C. Nastasescu, F. Van Oystaeyen, Graded Ring Theory, North-Holland MathematicalLibrary 28, North-Holland Publishing Co., Amsterdam - New York, 1982, ix+340 pp. ISBN:0-444-86489-X.

599. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: C. Nastasescu, F. Van Oystaeyen, Graded Ring Theory, North-Holland MathematicalLibrary 28, North-Holland Publishing Co., Amsterdam - New York, 1982, ix+340 pp. ISBN:0-444-86489-X.

600. A.J. Calderon Martın, D.M. Cheikh, Strongly graded Poisson-Hilbert spaces, Int. J. Algebra9 (2015), pag. 251 – 260Citeaza: C. Nastasescu, F. Van Oystaeyen, Methods of Graded Rings, Lecture Notes in Mathe-matics 1836, Springer-Verlag, Berlin, 2004, xiv+304 pp, ISBN: 3-540-20746-5.

601. J. Chen, X.-W. Chen, Z. Zhou, Monadicity theorem and weighted projective lines of tubulartype, Int. Math. Res. Not. (2015), DOI:10.1093/imrn/rnv106Citeaza: C. Nastasescu, F. Van Oystaeyen, Methods of Graded Rings, Lecture Notes in Mathe-matics 1836, Springer-Verlag, Berlin, 2004, xiv+304 pp, ISBN: 3-540-20746-5.

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602. A.S. Kleshchev, Affine heighest weight categories and affine quasihereditary algebras, Proc.London Math. Soc. (2015), DOI:10.1112/plms/pdv004Citeaza: C. Nastasescu, F. Van Oystaeyen, Methods of Graded Rings, Lecture Notes in Mathe-matics 1836, Springer-Verlag, Berlin, 2004, xiv+304 pp, ISBN: 3-540-20746-5.

603. J. Hu, A. Mathas, Quiver Schur algebras for linear quivers, Proc. London Math. Soc.(2015), DOI:10.1112/plms/pdv007Citeaza: C. Nastasescu, F. Van Oystaeyen, Methods of Graded Rings, Lecture Notes in Mathe-matics 1836, Springer-Verlag, Berlin, 2004, xiv+304 pp, ISBN: 3-540-20746-5.

604. M. Hairer, D. Kelly, Geometric versus non-geometric rough paths, Ann. Inst. H. PoincareProbab. Statist. 51 (2015), pag. 207 – 251Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

605. M.M. Alves, E. Batista, J. Vercruysse, Partial representations of Hopf algebras, J. Algebra426 (2015), pag. 137 – 187Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

606. A.S. Gordienko, Amitsur’s conjecture for polynomial H-identities of H-module Lie algebras,Trans. Amer. Math. Soc. 367 (2015), pag. 313 – 354Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

607. A.S. Gordienko, Algebras simple with respect to a Sweedler’s algebra action, J. Algebra Appl.14 (2015), 1450077, 15 pag.Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

608. A.S. Gordienko, Algebras simple with respect to a Taft algebra action, J. Pure Appl. Algebra219 (2015), pag. 3279 – 3291Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

609. V.C. Nguyen, L. Wang, X. Wang, Classification of connected Hopf algebras of dimension p3 I,J. Algebra 424 (2015), pag. 473 – 505Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

610. H.-E. Porst, The formal theory of Hopf algebras Part I: Hopf monoids in a monoidal category,Quaest. Math. (2015), published online: 11 June 2015Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

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612. J.R. Garcıa Rozas, J.A. Lopez Ramos, B. Torrecillas, Semidualizing and tilting adjoint pairs.Applications to comodules, Bull. Malays. Math. Sci. Soc. 38 (2015), pag. 197 – 218Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

613. D.E. Radford, A Hopf algebra freeness result revisited, Comm. Algebra 43 (2015), pag. 1369– 1376Citeaza: S. Dascalescu, C. Nastasescu, S. Raianu, Hopf Algebras. An Introduction, Monographsand Textbooks in Pure and Applied Mathematics 235, Marcel Dekker, Inc., New York, 2001,x+401 pp. ISBN: 0-8247-0481-9

614. Alin Galatana1 and Sorin Popa, SMOOTH BIMODULES AND COHOMOLOGY OF II1 FAC-TORS Journal of the Institute of Mathematics of Jussieu, 2015 Citeaza: F. Radulescu,Vanishing of H 2 w (M, K(H)) for Certain Finite von Neumann Algebras, TRANSACTIONSOF THE AMERICAN MATHEMATICAL SOCIETY, 326(2), 569-, 1992.

615. Ilwoo Cho , Palle E. T. Jorgensen, Arithmetic Functions in Harmonic Analysis and OperatorTheory Reference Work Entry Operator Theory, Springer pp 1245-1284 Citeaza: FlorinRadulescu, Random matrices, amalgamated free products and subfactors of the von Neumannalgebra of a free group, of noninteger index, Invent. Math., 115 (2) (1994), pag. 347 – 389

616. Ilwoo Cho , Palle E. T. Jorgensen, A Von Neumann Algebra over the Adele Ring and theEuler Totient Function Reference Work Entry Operator Theory, Springer pp 1285-1335Citeaza: Florin Radulescu, Random matrices, amalgamated free products and subfactors of thevon Neumann algebra of a free group, of noninteger index, Invent. Math., 115 (2) (1994),pag. 347 – 389

617. Ilwoo Cho On Dynamical Systems Induced by the Adele Ring, Global Journal of ScienceFrontier Research, 2015 Citeaza: Florin Radulescu, Random matrices, amalgamated free prod-ucts and subfactors of the von Neumann algebra of a free group, of noninteger index, Invent.Math., 115 (2) (1994), pag. 347 – 389

618. Ilwoo Cho Dynamical systems on arithmetic functions determined by primes Banach J. Math.Anal Volume 9, Number 1 (2015), 173-215. Citeaza: Florin Radulescu, Random matrices, amal-gamated free products and subfactors of the von Neumann algebra of a free group, of nonintegerindex, Invent. Math., 115 (2) (1994), pag. 347 – 389

619. Ilwoo Cho , Tmothy Gillespie, Palle E. T. Jorgensen, Asymptotic free probability for arithmeticfunctions and factorization of Dirichlet series, Analysis and Mathematical Physics pp 1-41First online: 03 November 2015 Citeaza: Florin Radulescu, Random matrices, amalgamatedfree products and subfactors of the von Neumann algebra of a free group, of noninteger index,Invent. Math., 115 (2) (1994), pag. 347 – 389

620. Ilwoo Cho , On dynamical systems induced by p-adic number fields Opuscula Math. 35, no.4 (2015), 445-484 Citeaza: Florin Radulescu, Random matrices, amalgamated free products andsubfactors of the von Neumann algebra of a free group, of noninteger index, Invent. Math.,115 (2) (1994), pag. 347 – 389

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622. N. Andruskiewitsch and M. Muller, Examples of extensions of Hopf algebras/carte in care seface citarea, arXiv preprint arXiv:1503.07344 (2015), pag.Citeaza: S Burciu, Normal Hopf subalgebras of semisimple Drinfeld doubles , Journal of Pureand Applied Algebra, 218 (2014), pag. 540–552.

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626. Sonia Natale , Edwin Pacheco, Graphs attached to simple Frobenius-Perron dimensions of anintegral fusion category, to appear Monatshefte fur Mathematik (2015), pag. 1 – 35Citeaza: S. Burciu and S. Natale, Fusion rules of equivariantizations of fusion categories,, Jour-nal of Mathematical Physics 54 (2013), 013511.

627. Z. Liu, Singly generated planar algebras of small dimension, Part IV, arXiv:1507.06030(2015),Citeaza: S. Burciu and S. Natale, Fusion rules of equivariantizations of fusion categories,, Jour-nal of Mathematical Physics 54 (2013), 013511.

628. A. Hernandez and L. Kadison and C. Young, Algebraic quotient modules and subgroup depth,Abhandlungen aus dem Mathematischen Seminar der Universitat Hamburg 84 (2)(2015), pag. 267–283Citeaza: S. Burciu and L. Kadison, Subgroups of depth three and more, Surveys in DifferentialGeometry 15 (2011), pag. 17–36.

629. S. X. Cui and C. Galindo and J. Y. Plavnik and Z. Wang , On Gauging Symmetry of ModularCategories, arXiv preprint arXiv:1510.03475 (2015),Citeaza: S. Burciu and S. Natale, Fusion rules of equivariantizations of fusion categories, Jour-nal of Mathematical Physics 54 (2013), 013511.

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632. Rasmussen, Nils Henry; Zhou, Shengtian, Pencils of small degree on curves on unnodal Enriquessurfaces, ADVANCES IN GEOMETRY, Volume: 15 Issue: 3 (2015)Pages: 281-292Citeaza: Aprodu, Marian, Remarks on syzygies of d-gonal curves, MATHEMATICAL RE-SEARCH LETTERS, Volume: 12 Issue: 2-3 (2005)Pages: 387-400

633. Rasmussen, Nils Henry; Zhou, Shengtian, Pencils of small degree on curves on unnodal Enriquessurfaces, ADVANCES IN GEOMETRY, Volume: 15 Issue: 3 (2015)Pages: 281-292Citeaza: Aprodu, Marian; Farkas, Gavril, Green’s conjecture for curves on arbitrary K3 surfaces,COMPOSITIO MATHEMATICA,Volume: 147 Issue: 3 (2011) Pages: 839-851

634. Bajravani, Ali, Martens-Mumford theorems for Brill-Noether schemes arising from very ampleline bundles, ARCHIV DER MATHEMATIK,Volume: 105 Issue: 3 (2015)Pages: 229-237Citeaza: Aprodu, Marian; Sernesi, Edoardo, Secant spaces and syzygies of special line bundles oncurves, ALGEBRA & NUMBER THEORY,Volume: 9 Issue: 3 (2015) Pages: 585-600

635. Wang, Jie, SOME RESULTS ON THE GENERIC VANISHING OF KOSZUL COHOMOLOGYVIA DEFORMATION THEORY, PACIFIC JOURNAL OF MATHEMATICS, Volume:273 Issue: 1 (2015) Pages: 47-73Citeaza: Aprodu, Marian; Farkas, Gavril, Green’s conjecture for curves on arbitrary K3 surfaces,COMPOSITIO MATHEMATICA,Volume: 147 Issue: 3 (2011) Pages: 839-851

636. Wang, Jie, SOME RESULTS ON THE GENERIC VANISHING OF KOSZUL COHOMOLOGYVIA DEFORMATION THEORY, PACIFIC JOURNAL OF MATHEMATICS, Volume:273 Issue: 1 (2015) Pages: 47-73Citeaza: Aprodu, Marian, Green-Lazarsfeld gonality conjecture for a generic curve of odd genus,INTERNATIONAL MATHEMATICS RESEARCH NOTICES,Issue: 63 (2004) Pages:3409-3416

637. Wang, Jie, SOME RESULTS ON THE GENERIC VANISHING OF KOSZUL COHOMOLOGYVIA DEFORMATION THEORY, PACIFIC JOURNAL OF MATHEMATICS, Volume:273 Issue: 1 (2015) Pages: 47-73Citeaza: Aprodu, Marian, Remarks on syzygies of d-gonal curves, MATHEMATICAL RE-SEARCH LETTERS, Volume: 12 Issue: 2-3 (2005) Pages: 387-400

638. Por: Tian, Hao; Ju, Lili; Du, Qiang, Nonlocal convection-diffusion problems and finite elementapproximations. Computer Methods In Applied Mechanics And Engineering Volume:289 Pages: 60-78Citeaza: Ignat, Liviu I.; Rossi, Julio D.; San Antolin, Angel Lower and upper bounds for the firsteigenvalue of nonlocal diffusion problems in the whole space., Journal Of Functional AnalysisVolumen: 251, (2007), no. 2, 399-437.

639. Ferreira, Raul; Rossi, Julio D., Decay Estimates For A Nonlocal P-Laplacian Evolution ProblemWith Mixed Boundary Conditions. Discrete And Continuous Dynamical Systems (2015),Volume: 35 Issue: 4 Pages: 1469-1478.Citeaza: Ignat, Liviu I.; Rossi, Julio D, Decay estimates for nonlocal problems via energymethods, J. Math. Pures Appl. (9), 92 (2009), no. 2, 163–187.

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641. Jin, Jicheng; Wei, Ning; Zhang, Hongmei, A Two-Grid Finite-Element Method For The Nonlin-ear Schrodinger Equation, Journal Of Computational Mathematics Volume: 33 (2015),Issue: 2 Pages: 146-157Citeaza: Ignat, LI; Zuazua, E, A two-grid approximation scheme for nonlinear Schrodinger equa-tions: dispersive properties and convergence, Comptes Rendus Mathematique Volumen:341 (2005), No. 6 Pginas: 381-386

642. Ammari, Kais; Mercier, Denis; Regnier, Virginie, Spectral analysis of the Schrodinger oper-ator on binary tree-shaped networks and applications, JOURNAL OF DIFFERENTIALEQUATIONS Volume: 259 (2015), Issue: 12 Pages: 6923-6959,Citeaza: Banica, Valeria; Ignat, Liviu I. Dispersion for the Schrdinger equation on networks. ,J. Math. Phys. (2011), no. 8, 083703, 14 pp.

643. Uecker, Hannes; Grieser, Daniel; Sobirov, Zarif; et al., Soliton transport in tubular networks:Transmission at vertices in the shrinking limit, PHYSICAL REVIEW E Volume: 91(2015), Issue: 2 Article Number: 023209,Citeaza: Banica, Valeria; Ignat, Liviu I. Dispersion for the Schrdinger equation on networks. ,J. Math. Phys. (2011), no. 8, 083703, 14 pp.

644. Mazon, J. M.; Rossi, J. D.; Toledo, J., OPTIMAL MASS TRANSPORT ON METRIC GRAPHS,SIAM JOURNAL ON OPTIMIZATION Volume: 25 (2015), Issue: 3 Pages: 1609-1632,Citeaza: Banica, Valeria; Ignat, Liviu I. Dispersion for the Schrdinger equation on networks. ,J. Math. Phys. (2011), no. 8, 083703, 14 pp.

645. Sun, Jian-Wen; Li, Wan-Tong; Wang, Zhi-Cheng, A NONLOCAL DISPERSAL LOGISTICEQUATION WITH SPATIAL DEGENERACY, DISCRETE AND CONTINUOUS DY-NAMICAL SYSTEMS Volume: 35 (2015), Issue: 7 Pages: 3217-3238.Citeaza: Ignat, Liviu I.; Rossi, Julio D.; San Antolin, Angel Lower and upper bounds for thefirst eigenvalue of nonlocal diffusion problems in the whole space., J. Differential Equations252, (2012), no. 12, 6429–6447.

646. Baudouin, Lucie; Yamamoto, Masahiro, Inverse problem on a tree-shaped network: unifiedapproach for uniqueness , APPLICABLE ANALYSIS Volume: 94 (2015), Issue: 11Pages: 2370-2395Citeaza: Ignat, Liviu I.; Pazoto, Ademir F.; Rosier, Lionel, Inverse problem for the heat equationand the Schrodinger equation on a tree, INVERSE PROBLEMS Volume: 28 (2012), Issue:1 Article Number: 015011

647. Deng, Li, An inverse problem for the Schrodinger equation with variable coefficients and lowerorder terms JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONSVolume: 427 (2015), Issue: 2 Pages: 930-940Citeaza: Ignat, Liviu I.; Pazoto, Ademir F.; Rosier, Lionel, Inverse problem for the heat equationand the Schrodinger equation on a tree, INVERSE PROBLEMS Volume: 28 (2012), Issue:1 Article Number: 015011

648. Zheng, Chuang, Inverse Problems For The Fourth Order Schrodinger Equation On A FiniteDomain, Mathematical Control And Related Fields Volume: 5 (2015), Issue: 1 Pages:

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649. D’Odorico, Giulio; Goossens, Jan-Willem; Saueressig, Frank, Covariant computation of effectiveactions in Horava-Lifshitz gravity, OURNAL OF HIGH ENERGY PHYSICS Issue: 10(2015), Article Number: 126Citeaza: Ignat, Liviu I.; Zuazua, Enrique, Asymptotic expansions for anisotropic heat kernels,JOURNAL OF EVOLUTION EQUATIONS Volume: 13 (2013), Issue: 1 Pages: 1-20

650. Ichim, B.; Katthn, L.; Moyano-Fernandez, J. J. The behavior of Stanley depth under polariza-tion. J. Combin. Theory Ser. A 135 (2015), pag. 332-347Citeaza: Mircea Cimpoeas, Stanley depth of complete intersection monomial ideals, Bull. Math.Soc. Sci. Math. Roumanie (N.S.) 51(99) (2008), pag. 205 – 211

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660. D.J. Pearce, The Whiley Rewrite Language (WyRL), Proceedings of the 2015 ACM SIGPLANInternational Conference on Software Language Engineering, (2015) pag. 161–166Citeaza: R. Diaconescu, K. Futatsugi: CafeOBJ report: The Language, Proof Tech-niques, and Methodologies for Object-Oriented Algebraic Specification, World Scien-tific (1998).

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663. D. Sannella, A. Tarlecki, The Foundational Legacy of ASL, Software, Services, and Systemsvolume 8950 of Lecture Notes in Computer Science (2015) pag. 253–272Citeaza: R. Diaconescu, J. Goguen, P. Stefaneas: Logical support for modularization, ın LogicalEnvironments, editori G. Huet si G. Plotkin, (1993) Cambridge Univ. Press, pag. 83–130.

664. H. Hilberdink, Inclusions for partiality, Mathematical Structures in Computer Science25(1) (2015) pag. 46–82Citeaza: R. Diaconescu, J. Goguen, P. Stefaneas: Logical support for modularization, ın LogicalEnvironments, editori G. Huet si G. Plotkin, (1993) Cambridge Univ. Press, pag. 83–130.

665. Y.A. Ibanez, T. Mossakowski, D. Sannella, A. Tarlecki, Modularity of Ontologies in an ArbitraryInstitution, in Logic, Rewriting, and Concurrency volume 9200 of Lecture Notes inComputer Science (2015) pag. 361–379Citeaza: R. Diaconescu, J. Goguen, P. Stefaneas: Logical support for modularization, ın LogicalEnvironments, editori G. Huet si G. Plotkin, (1993) Cambridge Univ. Press, pag. 83–130.

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669. T. Besold, K.-U. Kuhnberger, A. Garcez, A. Saffiotti, M. Fischer, A. Bundy, Anchoring Knowl-edge in Interaction: Towards a Harmonic Subsymbolic/Symbolic Framework and Architecture ofComputational Cognition, in Artificial General Intelligence volume 9205 of Lecture Notesin Computer Science (2015) pag. 35–45Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

670. H. Hilberdink, Inclusions for partiality, Mathematical Structures in Computer Science25(1) (2015) pag. 46–82Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

671. R. Neves, M.-A. Martins, L. Barbosa, Completeness and Decidability Results for Hybrid(ised)Logics, in Formal Methods: Foundations and Applications volume 8941 of LectureNotes in Computer Science (2015) pag. 146–161Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

672. P. Arndt, Homotopical Categories of Logics, in The Road to Universal Logic, Springer Basel(2015) pag. 13–58Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

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674. I. Tutu, J.L. Fiadeiro, Revisiting the Institutional Approach to Herbrands Theorem, in 6thConference on Algebra and Coalgebra in Computer Science (CALCO 2015), volume35 of Leibniz International Proceedings in Informatics, (2015) pag. 304–319Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

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676. G. Voutsadakis, Categorical abstract algebraic logic: Tarski congruence systems, logical mor-phisms and logical quotients, Journal of Pure and Applied Mathematics: Advances andApplications 13(1) (2015) pag. 27–73Citeaza: R. Diaconescu: Institution-independent Model Theory, Birkhauser (2008).

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680. S.A. Solovyov, Functorial semantics of topological theories, Iranian Journal of Fuzzy Sys-tems 12(5) (2015) pag. 1–43Citeaza: R. Diaconescu: Grothendieck institutions, Applied Categorical Structures 10(4),(2002) pag. 383–402.

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683. I. Tutu, J.L. Fiadeiro, Revisiting the Institutional Approach to Herbrands Theorem, in 6th Con-ference on Algebra and Coalgebra in Computer Science (CALCO 2015), volume 35of Leibniz International Proceedings in Informatics, (2015) pag. 304–319Citeaza: R. Diaconescu, Institution-independent ultraproducts, Fundamenta Informaticæ55(3-4), (2003) pag. 321–348.

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696. J.L. Fiadeiro, F. Orejas, Abstract Constraint Data Types, in Software, Services, and Systemsvolume 8950 of Lecture Notes in Computer Science, Springer International Publishing(2015) pag. 155–170Citeaza: R. Diaconescu: Graded consequence: an institution theoretic study, Soft Computing18(7) (2014), pag. 1247 – 1267

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699. J. Avigad, J. Rute, Oscillation and the mean ergodic theorem in uniformly convex Banach spaces,Ergodic Theory and Dynamical Systems 35 (2015), pag. 1009 – 1027Citeaza: U. Kohlenbach, L. Leustean, A quantitative Mean Ergodic Theorem for uniformlyconvex Banach spaces, Ergodic Theory and Dynamical Systems 29 (2009), pag. 1907 –1915

700. J. Avigad, J. Rute, Oscillation and the mean ergodic theorem in uniformly convex Banach spaces,Ergodic Theory and Dynamical Systems 35 (2015), pag. 1009 – 1027Citeaza: U. Kohlenbach, L. Leustean, Effective metastability of Halpern iterates in CAT(0)spaces, Advances in Mathematics 231 (2012), pag. 2526 – 2556

701. M. Bacak, Convergence of nonlinear semigroups under nonpositive curvature, Transactions ofthe American Mathematical Society 367 (2015), pag. 3929 – 3953.Citeaza: D. Ariza-Ruiz, L. Leustean, G. Lopez-Acedo, Firmly nonexpansive mappings in classesof geodesic spaces, Transactions of the American Mathematical Society 366 (2014), pag.4299 – 4322

702. M. Bagherboum, Approximating fixed points of mappings satisfying condition (E) in Busemannspace, Numerical Algorithms (2015), DOI:10.1007/s11075-015-9982-9, pag. 1 – 15Citeaza: L. Leustean, Nonexpansive iterations in uniformly convex W-hyperbolic spaces, Con-temporary Mathematics 513 (2010), pag. 193 – 209

703. M. Botur, J. Paseka, Filters on some classes of quantum B-algebras, International Journalof Theoretical Physics 54 (2015), pag. 4397 – 4409Citeaza: G. Georgescu, L. Leustean, V. Preoteasa, Pseudo-hoops, Journal of Multiple-ValuedLogic and Soft Computing 11 (2005), pag. 153 – 184

704. P. Cholamjiak, The modified proximal point algorithm in CAT(0) spaces, Optimization Let-ters 9 (2015), pag. 1401 – 1410Citeaza: D. Ariza-Ruiz, L. Leustean, G. Lopez-Acedo, Firmly nonexpansive mappings in classesof geodesic spaces, Transactions of the American Mathematical Society 366 (2014), pag.4299 – 4322

705. M. A. Khamsi, Approximate Fixed Point Sequences of Nonlinear Semigroups in Metric Spaces,Canadian Mathematical Bulletin 58 (2015), pag. 297-305Citeaza: L. Leustean, A quadratic rate of asymptotic regularity in CAT(0)-spaces, Journal ofMathematical Analysis and Applications 325 (2007), pag. 386 – 399

706. D. Kornlein, Quantitative results for Halpern iterations of nonexpansive mappings, Journal ofMathematical Analysis and Applications 248 (2015), pag. 1161 – 1172Citeaza: L. Leustean, A. Nicolae, Effective results on nonlinear ergodic averages in CAT (κ)spaces, Ergodic Theory and Dynamical Systems (2015), DOI: 10.1017/etds.2015.31, pag.22

707. D. Kornlein, Quantitative results for Halpern iterations of nonexpansive mappings, Journal ofMathematical Analysis and Applications 248 (2015), pag. 1161 – 1172

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708. D. Kornlein, Quantitative results for Halpern iterations of nonexpansive mappings, Journal ofMathematical Analysis and Applications 248 (2015), pag. 1161 – 1172Citeaza: U. Kohlenbach, L. Leustean, Effective metastability of Halpern iterates in CAT(0)spaces, Advances in Mathematics 231 (2012), pag. 2526 – 2556

709. D. Kornlein, Quantitative results for Halpern iterations of nonexpansive mappings, Journal ofMathematical Analysis and Applications 248 (2015), pag. 1161 – 1172Citeaza: L. Leustean, Rates of asymptotic regularity for Halpern iterations of nonexpansivemappings, Journal of Universal Computer Science 13 (2007), pag. 1680 – 1691

710. A. Kreuzer, Measure theory and higher order arithmetic, Proceedings of the AmericanMathematical Society 143 (2015), pag. 5411 – 5425Citeaza: U. Kohlenbach, L. Leustean, A quantitative Mean Ergodic Theorem for uniformlyconvex Banach spaces, Ergodic Theory and Dynamical Systems 29 (2009), pag. 1907 –1915

711. R. Vakil, M. Matchett-Wood, Discriminants in the Grothendieck ring, Duke Math. J. 164(2015), no. 6, pag. 1139 – 1185Citeaza: L. Maxim, J. Schurmann, Twisted genera of symmetric products, Selecta Math.(N.S.) 18 (2012), no. 1, pag. 283 – 317

712. R. Vakil, M. Matchett-Wood, Discriminants in the Grothendieck ring, Duke Math. J. 164(2015), no. 6, pag. 1139 – 1185Citeaza: S. Cappell, L. Maxim, T. Ohmoto, J. Schurmann, S. Yokura, Characteristic classes ofHilbert schemes of points via symmetric products, Geom. Topol. 17 (2013), pag. 1165 – 1198

713. R. Vakil, M. Matchett-Wood, Discriminants in the Grothendieck ring, Duke Math. J. 164(2015), no. 6, pag. 1139 – 1185Citeaza: L. Maxim, J. Schurmann, Hirzebruch invariants of symmetric products, Contemp.Math., 538 (2011), pag. 163 – 177

714. M. Mikosz, A. Weber, Equivariant Hirzebruch class for quadratic cones via degenerations, J.Singul. 12 (2015), pag. 131 – 140Citeaza: L. Maxim, M. Saito, J. Schurmann, Hirzebruch-Milnor classes of complete intersections,Adv. Math. 241 (2013), pag. 220 – 245

item Igor E. Shparlinski, Close values of shifted modular inversions and the decisional modularinversion hidden number problem, Advances in Mathematics of Communications, Issue2 (2015), pag. 169 – 176Citeaza: M. Vajaitu and A. Zaharescu, Distribution of values of rational maps on the Fp -pointson an affine curve, Monatsh. Math., 136 (2002), pag. 81 – 86

715. D Berend, MD Boshernitzan, G Kolesnik , Analytically defined uniformly dense sequences,Journal of Number Theory, 156 (2015), pag. 38 – 51Citeaza: M. Vajaitu, A. Zaharescu, Sequences of values of power series over p-adic fields, Rev.Roumaine Math. Pures Appl, 48 (2003), pag. 211 – 216

716. MZ Garaev, J Hernandez, A note on n! modulo p, arXiv:1505.05912 (2015), pag. 1 – 9Citeaza: C. Cobeli, M. Vajaitu, A. Zaharescu, The sequence n! (mod p), J. Ramanujan Math.Soc. , 15 (2000), pag. 135 – 154

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717. O Klurman, M Munsch, Distribution of factorials modulo p, arXiv:1505.01198 (2015), pag. 1– 12Citeaza: C. Cobeli, M. Vajaitu, A. Zaharescu, The sequence n! (mod p), J. Ramanujan Math.Soc. , 15 (2000), pag. 135 – 154

718. A Balog, A Granville, J Solymosi, Gaps between fractional parts, and additive combinatorics,The Quarterly Journal of Mathematics (2015), doi: 10.1093/qmath/hav012Citeaza: C. Cobeli, G. Groza, M. Vajaitu, A. aharescu, Generalization of a theorem of Steinhaus,Colloq. Math. 92 (2002), pag. 257 – 266

719. A Balog, A Granville, J Solymosi, Gaps between fractional parts, and additive combinatorics,The Quarterly Journal of Mathematics (2015), doi: 10.1093/qmath/hav012Citeaza: G. Groza, M. Vajaitu, A. Zaharescu, Primitive arcs on elliptic curves, Rev. RoumaineMath. Pures Appl, 50 (2005), pag. 31 – 38

720. A Balog, A Granville, J Solymosi, Gaps between fractional parts, and additive combinatorics,The Quarterly Journal of Mathematics (2015), doi: 10.1093/qmath/hav012Citeaza: M. Vajaitu, A. Zaharescu, Distinct gaps between fractional parts of sequences, Proc.Amer. Math. Soc. 130 (2002), pag. 3447 – 3452

721. Cristian Cobeli, Mihai Prunescu, Alexandru Zaharescu, A growth model based on the arithmeticZ-game, arXiv:1511.04315 (2015), pag. 1 – 20Citeaza: C. Cobeli, G. Groza, M. Vajaitu, A. Zaharescu, Generalization of a theorem of Stein-haus, Colloq. Math., 92 (2002), pag. 257 –266

722. Cristian Cobeli, Mihai Prunescu, Alexandru Zaharescu, A growth model based on the arithmeticZ-game, arXiv:1511.04315 (2015), pag. 1 – 20Citeaza: G. Groza, M. Vajaitu, A. Zaharescu, Primitive arcs on elliptic curves, Rev. RoumaineMath. Pures Appl, 50 (2005), pag. 31 –38

723. Kong, Lingju Eigenvalues for a fourth order elliptic problem. Proc. Amer. Math. Soc. 143(2015), no. 1, 249258Citeaza: M. Mihailescu, Vicentiu D. Radulescu, A multiplicity result for a nonlinear degenerateproblem arising in the theory of electrorheological fluids, Proc. R. Soc. Lond. Ser. AMath. Phys. Eng. Sci. 462 (2006), pag. 2625 – 2641

724. Fu, Yongqiang; Shan, Yingying Removable sets for Holder continuous solutions of elliptic equa-tions involving variable exponent. J. Math. Anal. Appl. 424 (2015), no. 2, 12961322Citeaza: M. Mihailescu, Vicentiu D. Radulescu, A multiplicity result for a nonlinear degenerateproblem arising in the theory of electrorheological fluids, Proc. R. Soc. Lond. Ser. AMath. Phys. Eng. Sci. 462 (2006), pag. 2625 – 2641

725. Kim, In Hyoun; Kim, Yun-Ho Mountain pass type solutions and positivity of the infimumeigenvalue for quasilinear elliptic equations with variable exponents. Manuscripta Math. 147(2015), no. 1-2, 169191Citeaza: M. Mihailescu, Vicentiu D. Radulescu, A multiplicity result for a nonlinear degenerateproblem arising in the theory of electrorheological fluids, Proc. R. Soc. Lond. Ser. AMath. Phys. Eng. Sci. 462 (2006), pag. 2625 – 2641

726. Wang, Xiaoyan; Yao, Jinghua; Liu, Duchao High energy solutions to p(x)-Laplacian equationsof Schrodinger type. Electron. J. Differential Equations 2015, No. 136, 17 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, A multiplicity result for a nonlinear degenerateproblem arising in the theory of electrorheological fluids, Proc. R. Soc. Lond. Ser. AMath. Phys. Eng. Sci. 462 (2006), pag. 2625 – 2641

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727. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Existence and global behavior of positivesolution for semilinear problems with boundary blow-up. J. Math. Anal. Appl. 425 (2015), no.2, 818826Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

728. Mi, Ling Boundary behavior for the solutions to Dirichlet problems involving the infinity-Laplacian. J. Math. Anal. Appl. 425 (2015), no. 2, 10611070Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

729. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140170Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

730. Fu, Z.; Liu, B.; Mi, L. Blow-up rate of the unique solution for a class of one-dimensional equationswith a weakly superlinear nonlinearity. Acta Math. Hungar. 145 (2015), no. 2, 309-319Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

731. Zeng, Xianzhong; Zhang, Jianchen; Gu, Yonggeng Uniqueness and stability of positive steadystate solutions for a ratio-dependent predator-prey system with a crowding term in the preyequation. Nonlinear Anal. Real World Appl. 24 (2015), 163174Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

732. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Exact behavior of the unique positivesolution to some singular elliptic problem in exterior domains. Nonlinear Anal. 119 (2015),186-198Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

733. Mi, Ling Asymptotic behavior for the unique positive solution to a singular elliptic problem.Commun. Pure Appl. Anal. 14 (2015), no. 3, 1053-1072Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

734. Bachar, Imed; Maagli, Habib Existence and uniqueness for superlinear second-order differentialequations on the half-line. Electron. J. Differential Equations 2015, No. 08, 14 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

735. Li, Bo; Zhang, Zhijun Boundary behavior of solutions to a singular Dirichlet problem with anonlinear convection. Electron. J. Differential Equations 2015, No. 19, 18 pp.

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Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

736. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

737. Zhang, Zhijun Boundary behavior of large solutions to the Monge-Ampere equations withweights. J. Differential Equations 259 (2015), no. 5, 20802100Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

738. Bachar, Imed; Magli, Habib Exact boundary behavior of the unique positive solution for singularsecond-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37, 15pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Uniqueness of the blow-up boundary solution oflogistic equations with absorbtion, C. R. Math. Acad. Sci. Paris 335 (2002), pag. 447 –452

739. Zhang, Zhijun; Li, Bo; Li, Xiaohong The exact boundary behavior of solutions to singular non-linear Lane-Emden-Fowler type boundary value problems. Nonlinear Anal. Real World Appl.21 (2015), 34-52.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

740. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Existence and global behavior of positivesolution for semilinear problems with boundary blow-up. J. Math. Anal. Appl. 425 (2015), no.2, 818-826.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

741. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140-170.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

742. Ghergu, Marius On a class of singular elliptic systems. Nonlinear Anal. 119 (2015), 98-105.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

743. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Exact behavior of the unique positive solu-tion to some singular elliptic problem in exterior domains. Nonlinear Anal. 119 (2015), 186-198.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

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744. Bougherara, B.; Giacomoni, J.; Takac, P. Bounded solutions to a quasilinear and singularparabolic equation with p-Laplacian. Nonlinear Anal. 119 (2015), 254-274.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

745. Abdellaoui, B.; Biroud, K.; Davila, J.; Mahmoudi, F. Nonlinear elliptic problem related to theHardy inequality with singular term at the boundary. Commun. Contemp. Math. 17 (2015),no. 3, 1450033, 28 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

746. Bachar, Imed; Maagli, Habib Existence and uniqueness for superlinear second-order differentialequations on the half-line. Electron. J. Differential Equations 2015, No. 08, 14 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

747. Li, Bo; Zhang, Zhijun Boundary behavior of solutions to a singular Dirichlet problem with anonlinear convection. Electron. J. Differential Equations 2015, No. 19, 18 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

748. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

749. Bachar, Imed; Maagli, Habib Exact boundary behavior of the unique positive solution for sin-gular second-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37,15 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Singular elliptic problems: bifurcation and asymp-totic analysis. Oxford Lecture Series in Mathematics and its Applications, 37. The ClarendonPress, Oxford University Press, Oxford, 2008.

750. Kong, Lingju Eigenvalues for a fourth order elliptic problem. Proc. Amer. Math. Soc. 143(2015), no. 1, 249258.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

751. Zhang, Qihu; Zhao, Chunshan Existence of strong solutions of a p(x)-Laplacian Dirichlet problemwithout the Ambrosetti-Rabinowitz condition. Comput. Math. Appl. 69 (2015), no. 1, 112.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

752. Alimohammady, Mohsen; Fattahi, Fariba Existence of solutions to hemivariational inequalitiesinvolving the p(x)-biharmonic operator. Electron. J. Differential Equations 2015, No. 79, 12

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pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

753. Liu, Jiu; Liao, Jia-Feng; Tang, Chun-Lei Ground state solutions for semilinear elliptic equationswith zero mass in RN . Electron. J. Differential Equations 2015, No. 84, 11 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

754. Wang, Xiaoyan; Yao, Jinghua; Liu, Duchao High energy solutions to p(x)-Laplacian equationsof Schrodinger type. Electron. J. Differential Equations 2015, No. 136, 17 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

755. Repovs, Dusan Stationary waves of Schrodinger-type equations with variable exponent. Anal.Appl. (Singap.) 13 (2015), no. 6, 645661.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, On a nonhomogeneous quasilinear eigenvalueproblem in Sobolev spaces with variable exponent, Proc. Amer. Math. Soc. 135 (2007),pag. 2929 – 2937.

756. Breckner, Brigitte E.; Varga, Csaba A note on gradient-type systems on fractals. NonlinearAnal. Real World Appl. 21 (2015), 142152.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

757. Heidarkhani, Shapour; Imbesi, Maurizio Multiple solutions for partial discrete Dirichlet problemsdepending on a real parameter. J. Difference Equ. Appl. 21 (2015), no. 2, 96110.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

758. Li, Lin; Tang, Chun-Lei Infinitely many solutions for resonance elliptic systems. C. R. Math.Acad. Sci. Paris 353 (2015), no. 1, 3540.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

759. Zhang, Binlin; Ferrara, Massimiliano Two weak solutions for perturbed non-local fractionalequations. Appl. Anal. 94 (2015), no. 5, 891902.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

760. Allaoui, Mostafa; El Amrouss, Abdelrachid; Ourraoui, Anass Existence results for a class ofp(x)-Laplacian problems in RN . Comput. Math. Appl. 69 (2015), no. 7, 582591.

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Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

761. Galewski, Marek; Koniorczyk, Marcin On a global diffeomorphism between two Banach spacesand some application. Studia Sci. Math. Hungar. 52 (2015), no. 1, 6586.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

762. Kristaly, Alexandru; Rudas, Imre J. Elliptic problems on the ball endowed with Funk-typemetrics. Nonlinear Anal. 119 (2015), 199208.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

763. Boureanu, Maria-Magdalena; Udrea, Cristian No-flux boundary value problems with anisotropicvariable exponents. Commun. Pure Appl. Anal. 14 (2015), no. 3, 881896.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

764. Molica Bisci, Giovanni; Servadei, Raffaella A bifurcation result for non-local fractional equations.Anal. Appl. (Singap.) 13 (2015), no. 4, 371394.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

765. Steglinski, Robert On sequences of large solutions for discrete anisotropic equations. Electron.J. Qual. Theory Differ. Equ. 2015, No. 25, 10 pp.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

766. Filippucci, Roberta; Pucci, Patrizia; Varga, Csaba Symmetry and multiple solutions for certainquasilinear elliptic equations. Adv. Differential Equations 20 (2015), no. 7-8, 601634.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

767. Molica Bisci, Giovanni; Servadei, Raffaella Lower semicontinuity of functionals of fractionaltype and applications to nonlocal equations with critical Sobolev exponent. Adv. DifferentialEquations 20 (2015), no. 7-8, 635660.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateral

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problems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

768. Li, Ying Multiple solutions for perturbed p-Laplacian problems on RN. Electron. J. DifferentialEquations 2015, No. 23, 9 pp.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

769. Ferrara, Massimiliano; Hadjian, Armin Variational approach to fractional boundary value prob-lems with two control parameters. Electron. J. Differential Equations 2015, No. 138, 15 pp.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathemati-cal physics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

770. Heidarkhani, Shapour; Afrouzi, Ghasem A.; Hadjian, Armin Multiplicity results for ellipticproblems with variable exponent and nonhomogeneous Neumann conditions. Math. MethodsAppl. Sci. 38 (2015), no. 12, 25892599.Citeaza: A. Kristaly, Vicentiu D. Radulescu, C. Varga, Variational principles in mathematicalphysics, geometry, and economics. Qualitative analysis of nonlinear equations and unilateralproblems. With a foreword by Jean Mawhin. Encyclopedia of Mathematics and its Applications,136. Cambridge University Press, Cambridge, 2010.

771. Figueiredo, Giovany; Santos Junior, Joao R.; Suarez, Antonio Multiplicity results for an anisotropicequation with subcritical or critical growth. Adv. Nonlinear Stud. 15 (2015), no. 2, 377394.Citeaza: M. Mihailescu, P. Pucci, Vicentiu D. Radulescu, Eigenvalue problems for anisotropicquasilinear elliptic equations with variable exponent, J. Math. Anal. Appl. 340 (2008), pag.687 – 698

772. Xiang, Mingqi Young measure solutions for a fourth-order wave equation with variable growth.Bound. Value Probl. 2015, 2015:123, 23 pp.Citeaza: M. Mihailescu, P. Pucci, Vicentiu D. Radulescu, Eigenvalue problems for anisotropicquasilinear elliptic equations with variable exponent, J. Math. Anal. Appl. 340 (2008), pag.687 – 698

773. Repovs, Dusan Stationary waves of Schrodinger-type equations with variable exponent. Anal.Appl. (Singap.) 13 (2015), no. 6, 645661.Citeaza: M. Mihailescu, P. Pucci, Vicentiu D. Radulescu, Eigenvalue problems for anisotropicquasilinear elliptic equations with variable exponent, J. Math. Anal. Appl. 340 (2008), pag.687 – 698

774. Heidarkhani, Shapour; Imbesi, Maurizio Multiple solutions for partial discrete Dirichlet prob-lems depending on a real parameter. J. Difference Equ. Appl. 21 (2015), no. 2, 96110.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

775. Tang, Guo-ji; Wang, Xing; Wang, Zhong-bao Existence of variational quasi-hemivariational in-equalities involving a set-valued operator and a nonlinear term. Optim. Lett. 9 (2015), no. 1,7590.

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Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

776. Yuan, Ziqing; Huang, Lihong On existence and multiplicity of solutions for Kirchhoff-type equa-tions with a nonsmooth potential. Bound. Value Probl. 2015, 2015:36, 18 pp.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

777. Ibrahim, Rabha W.; Jalab, Hamid A. Discrete boundary value problem based on the fractionalGteaux derivative. Bound. Value Probl. 2015, 2015:23, 10 pp.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

778. Galewski, Marek; Koniorczyk, Marcin On a global diffeomorphism between two Banach spacesand some application. Studia Sci. Math. Hungar. 52 (2015), no. 1, 6586.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

779. Peng, Zijia; Xiao, Cuie Existence and convergence theorems for evolutionary hemivariationalinequalities of second order. Electron. J. Differential Equations 2015, No. 65, 17 pp.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

780. Peng, Zijia; Xiao, Cuie Alimohammady, Mohsen; Fattahi, Fariba Existence of solutions to hemi-variational inequalities involving the p(x)-biharmonic operator. Electron. J. Differential Equa-tions 2015, No. 79, 12 pp.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

781. Jebelean, Petru; Serban, Calin Boundary value problems for discontinuous perturbations of sin-gular φ-Laplacian operator. J. Math. Anal. Appl. 431 (2015), no. 1, 662681.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

782. Heidarkhani, Shapour; Gharehgazlouei, Fariba; Solimaninia, Arezoo Existence of infinitely manysymmetric solutions to perturbed elliptic equations with discontinuous nonlinearities in RN. Elec-tron. J. Differential Equations 2015, No. 123, 17 pp.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

783. Matucci, Serena A new approach for solving nonlinear BVP’s on the half-line for second orderequations and applications. Math. Bohem. 140 (2015), no. 2, 153169.Citeaza: D. Motreanu, Vicentiu D. Radulescu, Variational and non-variational methods in non-linear analysis and boundary value problems. Nonconvex Optimization and its Applications, 67.Kluwer Academic Publishers, Dordrecht, 2003.

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784. Giarrusso, Ester; Marras, Monica; Porru, Giovanni Second order estimates for boundary blowupsolutions of quasilinear elliptic equations. J. Math. Anal. Appl. 424 (2015), no. 1, 444459.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

785. Mi, Ling Boundary behavior for the solutions to Dirichlet problems involving the infinity-Laplacian. J. Math. Anal. Appl. 425 (2015), no. 2, 10611070.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

786. Fu, Z.; Liu, B.; Mi, L. Blow-up rate of the unique solution for a class of one-dimensional equa-tions with a weakly superlinear nonlinearity. Acta Math. Hungar. 145 (2015), no. 2, 309319.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

787. Mi, Ling Asymptotic behavior for the unique positive solution to a singular elliptic problem.Commun. Pure Appl. Anal. 14 (2015), no. 3, 10531072.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

788. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

789. Alarcon, S.; Daz, G.; Rey, J. M. Large solutions of elliptic semilinear equations in the borderlinecase. An exhaustive and intrinsic point of view. J. Math. Anal. Appl. 431 (2015), no. 1,365405.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Nonlinear problems with boundary blow-up: a Kara-mata regular variation theory approach, Asymptot. Anal. 46 (2006), pag. 275 – 298.

790. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Asymptotics for the blow-up boundary solution ofthe logistic equation with absorption, C. R. Math. Acad. Sci. Paris 336 (2003), pag. 231– 236

791. Mi, Ling Asymptotic behavior for the unique positive solution to a singular elliptic problem.Commun. Pure Appl. Anal. 14 (2015), no. 3, 10531072.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Asymptotics for the blow-up boundary solution ofthe logistic equation with absorption, C. R. Math. Acad. Sci. Paris 336 (2003), pag. 231– 236

792. Zeng, Xianzhong; Zhang, Jianchen; Gu, Yonggeng Uniqueness and stability of positive steadystate solutions for a ratio-dependent predator-prey system with a crowding term in the preyequation. Nonlinear Anal. Real World Appl. 24 (2015), 163174.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Asymptotics for the blow-up boundary solution ofthe logistic equation with absorption, C. R. Math. Acad. Sci. Paris 336 (2003), pag. 231– 236

793. Fu, Z.; Liu, B.; Mi, L. Blow-up rate of the unique solution for a class of one-dimensional equationswith a weakly superlinear nonlinearity. Acta Math. Hungar. 145 (2015), no. 2, 309319.

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794. Fu, Z.; Liu, B.; Mi, L. Blow-up rate of the unique solution for a class of one-dimensional equationswith a weakly superlinear nonlinearity. Acta Math. Hungar. 145 (2015), no. 2, 309319.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Asymptotics for the blow-up boundary solution ofthe logistic equation with absorption, C. R. Math. Acad. Sci. Paris 336 (2003), pag. 231– 236

795. Wei, Lei; Feng, Zhaosheng Isolated singularity for semilinear elliptic equations. Discrete Contin.Dyn. Syst. 35 (2015), no. 7, 32393252.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Existence and uniqueness of blow-up solutions fora class of logistic equations, Commun. Contemp. Math. 4 (2002), pag. 559 – 586

796. Zeng, Xianzhong; Zhang, Jianchen; Gu, Yonggeng Uniqueness and stability of positive steadystate solutions for a ratio-dependent predator-prey system with a crowding term in the preyequation. Nonlinear Anal. Real World Appl. 24 (2015), 163174.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Existence and uniqueness of blow-up solutions fora class of logistic equations, Commun. Contemp. Math. 4 (2002), pag. 559 – 586

797. Zhi, Guizhen; Zhang, Qihu Solutions for a variable exponent Neumann boundary value problemswith Hardy critical exponent. Bull. Malays. Math. Sci. Soc. 38 (2015), no. 2, 571603.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, Continuous spectrum for a class of nonhomo-geneous differential operators, Manuscripta Math. 125 (2008), pag. 157 – 167

798. Barile, Sara; Figueiredo, Giovany M. Some classes of eigenvalues problems for generalized (p, q)-Laplacian type operators on bounded domains. Nonlinear Anal. 119 (2015), 457468.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, Continuous spectrum for a class of nonhomo-geneous differential operators, Manuscripta Math. 125 (2008), pag. 157 – 167

799. Zhang, Qihu; Zhao, Chunshan Existence of strong solutions of a p(x)-Laplacian Dirichlet prob-lem without the Ambrosetti-Rabinowitz condition. Comput. Math. Appl. 69 (2015), no. 1,112.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, Continuous spectrum for a class of nonhomo-geneous differential operators, Manuscripta Math. 125 (2008), pag. 157 – 167

800. Zhang, Zhijun; Zhou, Song Existence of entire positive k-convex radial solutions to Hessianequations and systems with weights. Appl. Math. Lett. 50 (2015), 4855.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Entire solutions blowing up at infinity for semilinearelliptic systems, J. Math. Pures Appl. (9) 81 (2002), pag. 827 – 846

801. Zhang, Xinguang; Liu, Lishan; Wu, Yonghong; Caccetta, Lou Entire large solutions for a classof Schrodinger systems with a nonlinear random operator. J. Math. Anal. Appl. 423 (2015),no. 2, 16501659.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Entire solutions blowing up at infinity for semilinearelliptic systems, J. Math. Pures Appl. (9) 81 (2002), pag. 827 – 846

802. Correa, Francisco Julio S. A.; Costa, Augusto Cesar dos Reis On a p(x)-Kirchhoff equation withcritical exponent and an additional nonlocal term via truncation argument. Math. Nachr. 288(2015), no. 11-12, 12261240.Citeaza: R. Filippucci, P. Pucci, Vicentiu D. Radulescu, Existence and non-existence resultsfor quasilinear elliptic exterior problems with nonlinear boundary conditions, Comm. PartialDifferential Equations 33 (2008), pag. 706 – 717

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803. Cencelj, Matija; Repovs, Dusan; Virk, Ziga Multiple perturbations of a singular eigenvalueproblem. Nonlinear Anal. 119 (2015), 3745.Citeaza: R. Filippucci, P. Pucci, Vicentiu D. Radulescu, Existence and non-existence resultsfor quasilinear elliptic exterior problems with nonlinear boundary conditions, Comm. PartialDifferential Equations 33 (2008), pag. 706 – 717

804. Kone, Blaise; Nyanquini, Ismael; Ouaro, Stanislas Weak solutions to discrete nonlinear two-pointboundary-value problems of Kirchhoff type. Electron. J. Differential Equations 2015, No. 105,10 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, S. Tersian, Eigenvalue problems for anisotropicdiscrete boundary value problems, J. Difference Equ. Appl. 15 (2009), pag. 557 – 567

805. Steglinski, Robert On sequences of large solutions for discrete anisotropic equations. Electron.J. Qual. Theory Differ. Equ. 2015, No. 25, 10 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, S. Tersian, Eigenvalue problems for anisotropicdiscrete boundary value problems, J. Difference Equ. Appl. 15 (2009), pag. 557 – 567

806. Chen, Yaoping; Chen, Jianqing Existence of multiple positive weak solutions and estimates forextremal values to a class of elliptic problems with Hardy term and singular nonlinearity. J.Math. Anal. Appl. 429 (2015), no. 2, 873900.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Sublinear singular elliptic problems with two pa-rameters, J. Differential Equations 195 (2003), pag. 520 – 536

807. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140170.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Sublinear singular elliptic problems with two pa-rameters, J. Differential Equations 195 (2003), pag. 520 – 536

808. Wang, Xiaoyan; Yao, Jinghua; Liu, Duchao High energy solutions to p(x)-Laplacian equationsof Schrdinger type. Electron. J. Differential Equations 2015, No. 136, 17 pp.Citeaza: M. Mihailescu, Vicentiu D. Radulescu, Existence and multiplicity of solutions for quasi-linear nonhomogeneous problems: an Orlicz-Sobolev space setting, J. Math. Anal. Appl.330 (2007), pag. 416 – 432

809. Anello, Giovanni; Faraci, Francesca; Iannizzotto, Antonio On a problem of Huang concerningbest constants in Sobolev embeddings. Ann. Mat. Pura Appl. (4) 194 (2015), no. 3, 767779.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

810. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

811. Chen, Yaoping; Chen, Jianqing Existence of multiple positive weak solutions and estimates forextremal values to a class of elliptic problems with Hardy term and singular nonlinearity. J.Math. Anal. Appl. 429 (2015), no. 2, 873900.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

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812. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140170.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

813. Bozhkov, Yuri The group classification of Lane-Emden systems. J. Math. Anal. Appl. 426(2015), no. 1, 89104.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

814. Zhang, Zhijun; Li, Bo; Li, Xiaohong The exact boundary behavior of solutions to singularnonlinear Lane-Emden-Fowler type boundary value problems. Nonlinear Anal. Real WorldAppl. 21 (2015), 3452.Citeaza: F. Cirstea, M. Ghergu, Vicentiu D. Radulescu, Combined effects of asymptoticallylinear and singular nonlinearities in bifurcation problems of Lane-Emden-Fowler type, J. Math.Pures Appl. (9) 84 (2005), pag. 493 – 508

815. Jia, Gao; Zhang, Long-jie; Chen, Jie Multiplicity and boundedness of solutions for quasilinearelliptic equations on Heisenberg group. Bound. Value Probl. 2015, 2015:131, 15 pp.Citeaza: F. Gazzola, Vicentiu D. Radulescu, A nonsmooth critical point theory approach to somenonlinear elliptic equations in Rn, Differential Integral Equations 13 (2000), pag. 47 – 60

816. Li, Ying Multiple solutions for perturbed p-Laplacian problems on RN. Electron. J. DifferentialEquations 2015, No. 23, 9 pp.Citeaza: F. Gazzola, Vicentiu D. Radulescu, A nonsmooth critical point theory approach to somenonlinear elliptic equations in Rn, Differential Integral Equations 13 (2000), pag. 47 – 60

817. Bonanno, Gabriele; Barletta, Giuseppina; O’Regan, Donal A variational approach to multiplicityresults for boundary-value problems on the real line. Proc. Roy. Soc. Edinburgh Sect. A 145(2015), no. 1, 1329.Citeaza: F. Gazzola, Vicentiu D. Radulescu, A nonsmooth critical point theory approach to somenonlinear elliptic equations in Rn, Differential Integral Equations 13 (2000), pag. 47 – 60

818. Ge, Bin; Zhou, Qingmei; Zu, Li Positive solutions for nonlinear elliptic problems of p-Laplaciantype on RN without (AR) condition. Nonlinear Anal. Real World Appl. 21 (2015), 99109.Citeaza: F. Gazzola, Vicentiu D. Radulescu, A nonsmooth critical point theory approach to somenonlinear elliptic equations in Rn, Differential Integral Equations 13 (2000), pag. 47 – 60

819. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

820. Li, Bo; Zhang, Zhijun Boundary behavior of solutions to a singular Dirichlet problem with anonlinear convection. Electron. J. Differential Equations 2015, No. 19, 18 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

821. Mi, Ling Asymptotic behavior for the unique positive solution to a singular elliptic problem.Commun. Pure Appl. Anal. 14 (2015), no. 3, 10531072.

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Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

822. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Exact behavior of the unique positivesolution to some singular elliptic problem in exterior domains. Nonlinear Anal. 119 (2015),186198.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

823. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140170.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

824. Bozhkov, Yuri The group classification of Lane-Emden systems. J. Math. Anal. Appl. 426(2015), no. 1, 89104.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

825. Mi, Ling Boundary behavior for the solutions to Dirichlet problems involving the infinity-Laplacian. J. Math. Anal. Appl. 425 (2015), no. 2, 10611070.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

826. Zhang, Zhijun; Li, Bo; Li, Xiaohong The exact boundary behavior of solutions to singularnonlinear Lane-Emden-Fowler type boundary value problems. Nonlinear Anal. Real WorldAppl. 21 (2015), 3452.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Bifurcation and asymptotics for the Lane-Emden-Fowler equation, C. R. Math. Acad. Sci. Paris 337 (2003), pag. 259 – 264

827. Ancona, Alano; Marcus, Moshe Positive solutions of a class of semilinear equations with absorp-tion and Schrdinger equations. J. Math. Pures Appl. (9) 104 (2015), no. 3, 587618.Citeaza: S. Dumont, L. Dumont, O. Goubet, Vicentiu D. Radulescu, Back to the Keller-Osserman condition for boundary blow-up solutions, Adv. Nonlinear Stud. 7 (2007),pag. 271 – 298

828. Bachar, Imed; Maagli, Habib Exact boundary behavior of the unique positive solution for sin-gular second-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37,15 pp.Citeaza: S. Dumont, L. Dumont, O. Goubet, Vicentiu D. Radulescu, Back to the Keller-Osserman condition for boundary blow-up solutions, Adv. Nonlinear Stud. 7 (2007),pag. 271 – 298

829. Alarcn, S.; Daz, G.; Rey, J. M. Large solutions of elliptic semilinear equations in the borderlinecase. An exhaustive and intrinsic point of view. J. Math. Anal. Appl. 431 (2015), no. 1,365405.Citeaza: S. Dumont, L. Dumont, O. Goubet, Vicentiu D. Radulescu, Back to the Keller-Osserman condition for boundary blow-up solutions, Adv. Nonlinear Stud. 7 (2007),pag. 271 – 298

830. Goubet, Olivier; Labrunie, Simon The Dirichlet problem for −∆ϕ = e−ϕ in an infinite sector.Application to plasma equilibria. Nonlinear Anal. 119 (2015), 115126.

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Citeaza: S. Dumont, L. Dumont, O. Goubet, Vicentiu D. Radulescu, Back to the Keller-Osserman condition for boundary blow-up solutions, Adv. Nonlinear Stud. 7 (2007),pag. 271 – 298

831. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Multi-parameter bifurcation and asymptotics for thesingular Lane-Emden-Fowler equation with a convection term, Proc. Roy. Soc. EdinburghSect. A 135 (2005), pag. 61 – 83

832. Li, Bo; Zhang, Zhijun Boundary behavior of solutions to a singular Dirichlet problem with anonlinear convection. Electron. J. Differential Equations 2015, No. 19, 18 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Multi-parameter bifurcation and asymptotics for thesingular Lane-Emden-Fowler equation with a convection term, Proc. Roy. Soc. EdinburghSect. A 135 (2005), pag. 61 – 83

833. Bougherara, B.; Giacomoni, J.; Takac, P. Bounded solutions to a quasilinear and singularparabolic equation with p-Laplacian. Nonlinear Anal. 119 (2015), 254274.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Multi-parameter bifurcation and asymptotics for thesingular Lane-Emden-Fowler equation with a convection term, Proc. Roy. Soc. EdinburghSect. A 135 (2005), pag. 61 – 83

834. Wan, Haitao The second order expansion of solutions to a singular Dirichlet boundary valueproblem. J. Math. Anal. Appl. 427 (2015), no. 1, 140170.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Multi-parameter bifurcation and asymptotics for thesingular Lane-Emden-Fowler equation with a convection term, Proc. Roy. Soc. EdinburghSect. A 135 (2005), pag. 61 – 83

835. Bozhkov, Yuri The group classification of Lane-Emden systems. J. Math. Anal. Appl. 426(2015), no. 1, 89104.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Multi-parameter bifurcation and asymptotics for thesingular Lane-Emden-Fowler equation with a convection term, Proc. Roy. Soc. EdinburghSect. A 135 (2005), pag. 61 – 83

836. Bachar, Imed; Maagli, Habib Exact boundary behavior of the unique positive solution for sin-gular second-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37,15 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Boundary blow-up in nonlinear elliptic equations ofBieberbach-Rademacher type, Trans. Amer. Math. Soc. 359 (2007), pag. 3275 – 3286

837. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Boundary blow-up in nonlinear elliptic equations ofBieberbach-Rademacher type, Trans. Amer. Math. Soc. 359 (2007), pag. 3275 – 3286

838. Fu, Z.; Liu, B.; Mi, L. Blow-up rate of the unique solution for a class of one-dimensional equationswith a weakly superlinear nonlinearity. Acta Math. Hungar. 145 (2015), no. 2, 309319.Citeaza: F. Cirstea, Vicentiu D. Radulescu, Boundary blow-up in nonlinear elliptic equations ofBieberbach-Rademacher type, Trans. Amer. Math. Soc. 359 (2007), pag. 3275 – 3286

839. Bachar, Imed; Magli, Habib Exact boundary behavior of the unique positive solution for singularsecond-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37, 15

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pp.Citeaza: Vicentiu D. Radulescu, Qualitative analysis of nonlinear elliptic partial differentialequations: monotonicity, analytic, and variational methods. Contemporary Mathematics andIts Applications, 6. Hindawi Publishing Corporation, New York, 2008

840. Afrouzi, Ghasem A.; Shokooh, Saeid Three solutions for a fourth-order boundary-value problem.Electron. J. Differential Equations 2015, No. 45, 11 pp.Citeaza: Vicentiu D. Radulescu, Qualitative analysis of nonlinear elliptic partial differentialequations: monotonicity, analytic, and variational methods. Contemporary Mathematics andIts Applications, 6. Hindawi Publishing Corporation, New York, 2008

841. Bachar, Imed; Magli, Habib Existence and uniqueness for superlinear second-order differentialequations on the half-line. Electron. J. Differential Equations 2015, No. 08, 14 pp.Citeaza: Vicentiu D. Radulescu, Qualitative analysis of nonlinear elliptic partial differentialequations: monotonicity, analytic, and variational methods. Contemporary Mathematics andIts Applications, 6. Hindawi Publishing Corporation, New York, 2008

842. Punzo, Fabio; Terrone, Gabriele On a fractional sublinear elliptic equation with a variablecoefficient. Appl. Anal. 94 (2015), no. 4, 800818.Citeaza: Vicentiu D. Radulescu, Qualitative analysis of nonlinear elliptic partial differentialequations: monotonicity, analytic, and variational methods. Contemporary Mathematics andIts Applications, 6. Hindawi Publishing Corporation, New York, 2008

843. Wan, Haitao Existence and asymptotic behavior of a unique solution to a singular Dirichletboundary-value problem with a convection term. Electron. J. Differential Equations 2015, No.57, 33 pp.Citeaza: Vicentiu D. Radulescu, Singular phenomena in nonlinear elliptic problems: from blow-up boundary solutions to equations with singular nonlinearities. (English summary) Handbookof differential equations: stationary partial differential equations. Vol. IV, 485593, Handb.Differ. Equ., Elsevier/North-Holland, Amsterdam, 2007.

844. Li, Bo; Zhang, Zhijun Boundary behavior of solutions to a singular Dirichlet problem with anonlinear convection. Electron. J. Differential Equations 2015, No. 19, 18 pp.Citeaza: Vicentiu D. Radulescu, Singular phenomena in nonlinear elliptic problems: from blow-up boundary solutions to equations with singular nonlinearities. (English summary) Handbookof differential equations: stationary partial differential equations. Vol. IV, 485593, Handb.Differ. Equ., Elsevier/North-Holland, Amsterdam, 2007.

845. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Existence and global behavior of positivesolution for semilinear problems with boundary blow-up. J. Math. Anal. Appl. 425 (2015), no.2, 818826.Citeaza: Vicentiu D. Radulescu, Singular phenomena in nonlinear elliptic problems: from blow-up boundary solutions to equations with singular nonlinearities. (English summary) Handbookof differential equations: stationary partial differential equations. Vol. IV, 485593, Handb.Differ. Equ., Elsevier/North-Holland, Amsterdam, 2007.

846. Giarrusso, Ester; Marras, Monica; Porru, Giovanni Second order estimates for boundary blowupsolutions of quasilinear elliptic equations. J. Math. Anal. Appl. 424 (2015), no. 1, 444459.Citeaza: Vicentiu D. Radulescu, Singular phenomena in nonlinear elliptic problems: from blow-up boundary solutions to equations with singular nonlinearities. (English summary) Handbookof differential equations: stationary partial differential equations. Vol. IV, 485593, Handb.Differ. Equ., Elsevier/North-Holland, Amsterdam, 2007.

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847. Zajkowski, Krzysztof Cramer transform of Rademacher series. Positivity 19 (2015), no. 3,529537.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

848. Stevi, Stevo; Alghamdi, Mohammed A.; Alotaibi, Abdullah; Elsayed, Elsayed M. Solvableproduct-type system of difference equations of second order. Electron. J. Differential Equa-tions 2015, No. 169, 20 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

849. Bachar, Imed; Magli, Habib Exact boundary behavior of the unique positive solution for singularsecond-order differential equations. Electron. J. Qual. Theory Differ. Equ. 2015, No. 37, 15pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

850. Banert, Sebastian; Bot, Radu Ioan Backward penalty schemes for monotone inclusion problems.J. Optim. Theory Appl. 166 (2015), no. 3, 930948.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

851. Bachar, Imed; Maagli, Habib Existence and uniqueness for superlinear second-order differentialequations on the half-line. Electron. J. Differential Equations 2015, No. 08, 14 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

852. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Exact behavior of the unique positivesolution to some singular elliptic problem in exterior domains. Nonlinear Anal. 119 (2015),186198.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

853. Ghergu, Marius On a class of singular elliptic systems. Nonlinear Anal. 119 (2015), 98105.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

854. Dai, Limei Existence of multi-valued solutions with asymptotic behavior of parabolic Monge-Ampere equation. Bound. Value Probl. 2015, 2015:49, 12 pp.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

855. Alsaedi, Ramzi; Maagli, Habib; Zeddini, Noureddine Existence and global behavior of positivesolution for semilinear problems with boundary blow-up. J. Math. Anal. Appl. 425 (2015), no.2, 818826.

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Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

856. Han, Qi Positive solutions of elliptic problems involving both critical Sobolev nonlinearities onexterior regions. Monatsh. Math. 176 (2015), no. 1, 107141.Citeaza: M. Ghergu, Vicentiu D. Radulescu, Nonlinear PDEs. Mathematical models in biology,chemistry and population genetics. With a foreword by Viorel Barbu. Springer Monographs inMathematics. Springer, Heidelberg, 2012.

857. Boureanu, Maria-Magdalena; Udrea, Cristian No-flux boundary value problems with anisotropicvariable exponents. Commun. Pure Appl. Anal. 14 (2015), no. 3, 881896.Citeaza: P. Pucci, Vicentiu D. Radulescu, The impact of the mountain pass theory in nonlinearanalysis: a mathematical survey, Boll. Unione Mat. Ital. (9) 3 (2010), pag. 543 – 582.

858. Papageorgiou, Nikolaos S.; Winkert, Patrick Resonant (p, 2)-equations with concave terms.Appl. Anal. 94 (2015), no. 2, 342360.Citeaza: N. Papageorgiou, Vicentiu D. Radulescu, Recent trends in nonlinear partial differen-tial equations. II. Stationary problems, 293315, Contemp. Math., 595, Amer. Math. Soc.,Providence, RI, 2013.

859. He, Tieshan; Chen, Chuanyong; Huang, Yehui; Hou, Chaojun Infinitely many sign-changing so-lutions for p-Laplacian Neumann problems with indefinite weight. Appl. Math. Lett. 39 (2015),7379.Citeaza: N. Papageorgiou, Vicentiu D. Radulescu, Recent trends in nonlinear partial differen-tial equations. II. Stationary problems, 293-315, Contemp. Math., 595, Amer. Math. Soc.,Providence, RI, 2013.

860. Candito, Pasquale; Livrea, Roberto; Papageorgiou, Nikolaos S. Nonlinear nonhomogeneous Neu-mann eigenvalue problems. Electron. J. Qual. Theory Differ. Equ. 2015, No. 46, 24 pp.Citeaza: N. Papageorgiou, Vicentiu D. Radulescu, Qualitative phenomena for some classes ofquasilinear elliptic equations with multiple resonance, Appl. Math. Optim. 69 (2014), no. 3,393-430.

861. Sun, Mingzheng; Zhang, Meiling; Su, Jiabao Critical groups at zero and multiple solutions for aquasilinear elliptic equation. J. Math. Anal. Appl. 428 (2015), no. 1, 696-712.Citeaza: N. Papageorgiou, Vicentiu D. Radulescu, Qualitative phenomena for some classes ofquasilinear elliptic equations with multiple resonance, Appl. Math. Optim. 69 (2014), no. 3,393-430.

862. Xiang, Mingqi; Fu, Yongqiang; Zhang, Binlin Existence and boundedness of solutions for evo-lution variational inequalities with p(x, t)-growth. Electron. J. Differential Equations 2015, No.172, 23 pp.Citeaza: Vicentiu D. Radulescu, Nonlinear elliptic equations with variable exponent: old andnew, Nonlinear Anal. 121 (2015), no. 3, 336-369.

863. Alimohammady, Mohsen; Fattahi, Fariba Existence of solutions to hemivariational inequalitiesinvolving the p(x)-biharmonic operator. Electron. J. Differential Equations 2015, No. 79, 12pp.Citeaza: Vicentiu D. Radulescu, Nonlinear elliptic equations with variable exponent: old andnew, Nonlinear Anal. 121 (2015), no. 3, 336-369.

864. Adamowicz, Tomasz; Toivanen, Olli Holder continuity of quasiminimizers with nonstandardgrowth. Nonlinear Anal. 125 (2015), 433-456.

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865. H. Niederreiter, A. Winterhof, Applied Number Theory (book), Springer–Verlag, 2015.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

866. G. Paul, S. Maitra, RC4: Stream Ciphers and its Variants (book), CRC Press.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

867. A. Sarkozy, On pseudorandomness of families of binary sequences, Discrete Applied Math., 2015.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

868. J.H. Ching, P. Stanica, C.H. Tan, Q. Wang, A construction of Boolean functions with goodcryptographic properties, International J. Computer Math. (2015), 700–711.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

869. T.W. Cusick, B. Johns, Theory of 2-rotation symmetric cubic Boolean functions, Designs, Codesand Cryptography 76 (2015), 113–133.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

870. T.W. Cusick, B. Johns, Recursion orders for weights of Boolean cubic rotation symmetric func-tions, Discrete Applied Math. 186 (2015), 1–6.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

871. C. Moraga, M. Stankovic, R.S. Stankovic, Contribution to the Study of Ternary Functions witha Bent Reed-Muller Spectrum, 2015 IEEE International Symposium on Multiple-Valued Logic,133–138.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

872. C.J. Etherington, M.W. Anderson, E. Bach, J.T. Butler, P. Stanica, A Parallel Approach inComputing Correlation Immunity up to Six Variables, 2015.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

873. H. Liu, The Weight and Nonlinearity of 2-rotation Symmetric Cubic Boolean Function, Journalof Mathematics Research 7 (2015), 187–194.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

874. C. Wu, B. Steinbach, Relations between Different Constructions of Bent Functions and TheirEnumerations, 2015 Asia-Pacific Conference on Computer Aided System Engineering (AP-CASE), 308–313.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

875. M. Khan, T. Shah, A novel construction of substitution box with Zaslavskii chaotic map andsymmetric group, Journal of Intelligent & Fuzzy Systems: Applications in Engineering and

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Technology archive 28:4 (2015), 1509–1517.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

876. D. Roy, A. Chaturvedi, S. Mukhopadhyay, New Constructions of T -function, Information Secu-rity Practice and Experience, LNCS 9065, 395–405.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

877. T.W. Cusick, Y. Cheon, Theory of 3-rotation symmetric cubic Boolean functions, Journal ofMathematical Cryptology 9:1 (2015), 45–62.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

878. M. Ahmad , D. R. Rizvi, Z. Ahmad, PWLCM-Based Random Search for Strong Substitution-Box Design, Proc. of the Second International Conference on Computer and CommunicationTechnologies Volume 379 of the series Advances in Intelligent Systems and Computing, pp 471–478.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

879. J. Du, S. Pang, Q. Wen, J. Zhang, Construction of a class of quantum Boolean functions basedon the Hadamard matrix, Acta Mathematicae Applicatae Sinica, October 2015, Volume 31, Issue4, 1013–1020.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

880. Q. Wang, On the Covering Radius of the Second Order Reed-Muller Code of Length 128,http://arxiv.org/abs/1510.08535.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

881. P.S. Kumar, T. Vimala, A Low Power Secure and Efficient LBIST for Feedback Shift Register-Based Cryptographic Systems, International Journal & Magazine of Engineering, Technology,Management and Research 7 (2015), 1124–1131.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

882. Z Zhuo, J Chong , On Negabent Functions and Nega-Hadamard Transform, Math. Problems inEngineering 2015, 8pp.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

883. E. Dubrova, M. Hell, Espresso: A Stream Cipher for 5G Wireless Communication Systems,http://eprint.iacr.org/2015/241.pdf.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

884. M.S. Fiske, Key Generators Can Strengthen Block Ciphers, ACACOS2015, 3pp.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

885. S.L. Reka, A.K. Mamidi, A Concept Based Design for Parallel CRC Computation, InternationalJournal of Research in Advanced Electronics and Communications Engineering (IJRAECE) 1:1

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886. E. Dubrova, M. Naslund, G. Carlsson, J. Fornehed, B. Smeets, Remotely Managed Logic Built-InSelf-Test for Secure M2M Communications, https://eprint.iacr.org/2015/185.pdf.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

887. Q. Zhao, D. Zheng, X. Li, X. Dong, Arithmetic Walsh Transform of Boolean Functions withLinear Structures, http://eprint.iacr.org/2015/777.pdf.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

888. S.L. Reka, A.K. Mamidi, M Tech, A Novel Parallel CRC Generation with Secured LBIST,IJMETMR : International Journal & Magazine of Engineering, Technology, Management andResearch, 2015.Citeaza: T.W. Cusick, P. Stanica, Cryptographic Boolean Functions (book), Elsevier – AcademicPress, London, 2009

889. B. Mazumdar, D. Mukhopadhyay, I. Sengupta, Construction of RSBFs with improved crypto-graphic properties to resist differential fault attack on grain family of stream ciphers, Cryptog-raphy and Communications 7:1 (2015), 35–69.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

890. T. Wang, M. Liu, S. Zhao, D. Lin, Construction of cubic rotation symmetric bent functions inpower-of-two variables, Information Theory (ISIT), 2015, 486–490.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

891. C. Carlet, Open problems on binary bent functions, Open Problems in Mathematics and Com-putational Science 2014, pp. 203–241.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

892. C. Carlet, G. Gao, W. Liu, A secondary construction and a transformation on rotation symmetricfunctions, and their action on bent and semi-bent functions, Journal of Combinatorial Theory,Series A, 127 (2014), 161–175.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

893. C. Tang, Y. Qi, Z. Zhou, C. Fan, Two infinite classes of rotation symmetric bent functions withsimple representation, arXiv:1508.05674.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

894. C. Carlet, G. Gao, W. Liu, Results on constructions of rotation symmetric bent and semi-bentfunctions, Sequences and Their Applications-SETA 2014, LNCS 8865, 21–33.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

895. J. Du, Q. Wen, J. Zhang, S. Pang, Constructions of resilient rotation symmetric Boolean func-tions on given number of variables, IET Information Security 8:5 (2014), 265–272.

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896. S. Su, X. Tang, Construction of rotation symmetric Boolean functions with optimal algebraicimmunity and high nonlinearity, Designs, Codes, Cryptography 71 (2014), 183–199.Citeaza: P. Stanica, S. Maitra, J.A. Clark, Results on rotation symmetric bent and correlationimmune Boolean functions, Fast Software Encryption 2004, LNCS 3017, 161-177

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2. R. Stavre, A distributed control problem for two coupled fluids in a porous medium, SIAMJournal on Control and Optimization 53(1), pp. 313-325, 2015 (IF=1.379)Citeaza: A. Capatına, H. Ene, G. Pasa, D. Polisevski, R. Stavre: Variational approach andoptimal control of a PEM fuel cell, Nonlinear Analysis: Theory, Methods & Applications74(10), pp. 3242-3260, 2011.

3. R. Stavre, A distributed control problem for two coupled fluids in a porous medium, SIAMJournal on Control and Optimization 53(1), pp. 313-325, 2015 (IF=1.379)Citeaza: A. Capatına, H. Ene, G. Pasa, D. Polisevschi, R. Stavre: Optimal relations between theparameters of a PEM fuel cell, Mathematical Reports 10(4), pp.299-308, 2008.

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5. V. Alexandru, C.C. Nitu, M. Vajaitu, A. Zaharescu, On the norm of Krasner analytic functionswith applications to transcendence results, Journal of Pure and Applied Algebra, 219(2015), pag. 4607 – 4618Citeaza: M. Vajaitu, A. Zaharescu, Non-archimedean integration and applications, EdituraAcademiei Romne (2007)

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7. V. Alexandru, C.C. Nitu, M. Vajaitu, A. Zaharescu, On the norm of Krasner analytic functionswith applications to transcendence results, Journal of Pure and Applied Algebra, 219(2015), pag. 4607 – 4618Citeaza: M. Vajaitu, Integral Representations and the Behavior of Krasner Analytic FunctionsAround Singular Points, Algebras and Representation Theory, 16 (2013), pag. 1611 –1620

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9. V. Alexandru, C.C. Nitu, M. Vajaitu, A. Zaharescu, On the norm of Krasner analytic functionswith applications to transcendence results, Journal of Pure and Applied Algebra, 219(2015), pag. 4607 – 4618Citeaza: V. Alexandru, N. Popescu, M. Vajaitu, A. Zaharescu, On the Zeros of Krasner AnalyticFunctions, Algebras and Representation Theory, 16 (2013), pag. 895 – 904

10. Y. Liu, L. Maxim, Reidemeister torsion, peripheral complex, and Alexander polynomials ofhypersurface complements, Algebraic & Geometric Topology 15 (2015), pag. 2757 – 2787Citeaza: A. Dimca, L. Maxim, Multivariable Alexander invariants of hypersurface complements,Trans. Amer. Math. Soc. 359 (2007), pag. 3505 – 3528.

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13. L. Maxim, J. Schurmann, Characteristic classes of singular toric varieties, Comm. Pure Appl.Math. 68 (2015), no. 12, pag. 2177 – 2236Citeaza: L. Maxim, M. Saito, J. Schurmann, Symmetric products of mixed Hodge modules, J.Math. Pures Appl. (9) 96 (2011), no. 5, pag. 462 – 483

14. L. Maxim, J. Schurmann, Characteristic classes of singular toric varieties, Comm. Pure Appl.Math. 68 (2015), no. 12, pag. 2177 – 2236Citeaza: L. Maxim, M. Saito, J. Schurmann, Hirzebruch-Milnor classes of complete intersections,Adv. Math. 241 (2013), pag. 220 – 245

15. L. Maxim, J. Schurmann, Characteristic classes of singular toric varieties, Comm. Pure Appl.Math. 68 (2015), no. 12, pag. 2177 – 2236Citeaza: L. Maxim, J. Schurmann, Characteristic classes of singular toric varieties, Electron.Res. Announc. Math. Sci. 20 (2013), pag. 109 – 120

16. R. Diaconescu, On the existence of translations of structured specifications, Information Pro-cessing Letters 115(1) (2015) pag. 15–22Citeaza: R. Diaconescu, J. Goguen, P. Stefaneas: Logical support for modularization, ın LogicalEnvironments, editori G. Huet si G. Plotkin, (1993) Cambridge Univ. Press, pag. 83–130.

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18. R. Diaconescu, The Algebra of Opposition (and Universal Logic Interpretations) in The Roadto Universal Logic, Springer International Publishing (2015) pag. 127–143Citeaza: M. Martins, A. Madeira, R. Diaconescu, L. Barbosa: Hybridization of Institutions,Lecture Notes in Computer Science 6859 (2011), pag. 283–297.

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19. R. Diaconescu, On the existence of translations of structured specifications, Information Pro-cessing Letters 115(1) (2015) pag. 15–22Citeaza: M. Petria, R. Diaconescu: Abstract Beth definability in institutions, Journal of Sym-bolic Logic 71(3), (2006), pag. 1002-1028.

20. R. Diaconescu, On the existence of translations of structured specifications, Information Pro-cessing Letters 115(1) (2015) pag. 15–22Citeaza: R. Diaconescu, I. Tutu: On the Algebra of Structured Specifications, TheoreticalComputer Science 412(28) (2011), pag. 3145–3174.

21. R. Diaconescu, The Algebra of Opposition (and Universal Logic Interpretations) in The Roadto Universal Logic, Springer International Publishing (2015) pag. 127–143Citeaza: R. Diaconescu, P. Stefaneas: Ultraproducts and possible worlds semantics in institu-tions, Theoretical Computer Science 379(1) (2007) pag. 210–230.

22. R. Diaconescu, On the existence of translations of structured specifications, Information Pro-cessing Letters 115(1) (2015) pag. 15–22Citeaza: R. Diaconescu: An axiomatic approach to structuring specifications, TheoreticalComputer Science 433 (2012) pag.20–42.

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24. R. Diaconescu, On the existence of translations of structured specifications, Information Pro-cessing Letters 115(1) (2015) pag. 15–22Citeaza: R. Diaconescu, I. Tutu: Foundations for structuring behavioural specifications, Journalof Logical and Algebraic Methods in Programming 83(3–4) (2014), pag. 319–338.

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