Raport de Activitate pe anul 2017 Cit˘ari

144 Pages·2017·0.5 MB·English

Raport de Activitate pe anul 2017
Cita˘ri
Institutul de Matematica “Simion Stoilow” al Academiei Romˆane

Contents
1 Cit˘ari ap˘aruteˆın 2016 ¸si necon¸tinuteˆın Raportul pe 2016 1
2 Cit˘ari ap˘aruteˆın 2017 26

1 Cit˘ari ap˘arute ˆın 2016 ¸si necon¸tinute ˆın Raportul pe 2016
1. Lai, C.-J., Bounding volumes of singular Fano threefolds, Nagoya Math. J. 224(1) (2016),
pag. 37 – 73;
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Commutative Algebra, Contemporary Mathematics 502 , AMS (2009), pag. 1 – 3
2. Altmann, K.; Koll´ar, J., The dualizing sheaf on first-order deformations of toric surface singu-
larities, Crelles Journal Published Online: 2016-11-08 , DOI: https://doi.org/10.1515/crelle-
2016-0063;
Citeaza: Ambro F., Quasi-log varieties, Proc. Steklov Inst. Math. Vol 240 (1) (2003),
pag. 214 – 233
3. Fujino, O., Koll´ar-type effective freeness for quasi-log canonical pairs, International Journal
of Mathematics 27(14) (2016), 10.1142/S0129167X16501147;
Citeaza: Ambro F., Quasi-log varieties, Proc. Steklov Inst. Math. Vol 240 (1) (2003),
pag. 214 – 233
4. Hashizume, K., Remarks on the abundance conjecture, Proc. Japan Academy, Series A,
Math. Sciences 92 (9) (2016), pag. 101 – 106;
Citeaza: Ambro F., Quasi-log varieties, Proc. Steklov Inst. Math. Vol 240 (1) (2003),
pag. 214 – 233
5. Lehn, C.; Pacienza, G., Deformations of singular symplectic varieties and termination of the log
minimal model program Algebraic Geometry 3(4) (2016), pag. 392 – 406
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pag. 573 – 580
6. De Stefani, A.; Nunez-Betancourt, L; F-thresholds of traded rings, Nagoya Math. J.,
https://doi.org/10.1017/nmj.2016.65 Published online: 07 December 2016;
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(1999), pag. 1126 – 1135
7. C. Bertone, F. Cioffi, M. Guida, M. Roggero, The scheme of liftings and applications Journal
of Pure and Applied Algebra, (2016)
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Algebra vol. 346, issue 1, pp. 1–30, (2011)
8. A. Abedelfatah, Hilbert functions of monomial ideals containing a regular sequence - Israel
Journal of Mathematics, (2016)
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Journal of Mathematics, 0021–2172, pp. 1–7, (2014)
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arbitrarily many prime numbers, Comm. Algebra 43 (8) (2015), pag. 3102–3122.
10. M. Bliznac, A. Filipin, An upper bound for the number of Diophantine quintuples, Bull. Aust.
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11. Justin Charles Keller, Generalized supercharacter theories and Schur rings for Hopf algebras,
Ph. D Thesis, University of Colorado at Boulder (2016), search.proquest.com,
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Journal of Algebra 337 (2011), pag. 253–260.
12. Jingcheng Dong and Li Dai, Existence of Tannakian Subcategories and its applications, Com-
munications in Algebra, volum 44 no. 4 (2016), pag. 1767–1782
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nal of Mathematical Physics 54 (2013), pag. 013511.
13. M.Keilberg,P.Schauenburg,OntensorfactorizationsofHopfalgebras, AlgebraandNumber
Theory, Vol. 10 No. 1 (2016), pag. 61–87
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European Journal of Mathematics 9 (2011), pag. 905–914
14. E. K. Cetinalp, E. G. Karpuz, F. Ates, A. S. Cevik, Two-Sided Crossed Products of Groups,
Filomat 30 (2016), pag. 1005–1012
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15. E. K. Cetinalp, E. G. Karpuz, F. Ates, A. S. Cevik, Two-Sided Crossed Products of Groups,
Filomat 30 (2016), pag. 1005–1012
Citeaza: A.L. Agore, D. Fratila, Crossed product of cyclic groups, Czechoslovak Math. J.
(60) (2010), pag. 889–901.
16. V. Gebhardt, S. Tawn, Zappa-Szep products of Garside monoids, Math. Zeit. 282 (2016),
pag. 341–369
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Algebr. Represent. Theory (12) (2009), pag. 481–488.
17. A. Ardizzoni, C. Menini, Milnor-Moore Categories and Monadic Decomposition, J. Algebra
(448) (2016), pag. 488–563.
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(2011), pag. 1476–1481.
18. A.H. Abdulwahid, M.C. Iovanov, Generators for comonoids and universal constructions, Arch.
Mathematik (106) (2016), pag. 21–33
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(2011), pag. 1476–1481.
19. H.Sore,TheDold-Kancorrespondenceandcoalgebrastructures,J.HomotopyRelat. Struct.
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Soc. (139) (2011), pag. 855–863.
20. G.C. Drummond-Cole, J. Hirsh, Model structures for coalgebras, Proc Amer. Math. Soc.
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Citeaza: A.L. Agore, Limits of coalgebras, bialgebras and Hopf algebras, Proc. Amer. Math.
Soc. (139) (2011), pag. 855–863.
21. A.H. Abdulwahid, M.C. Iovanov, Generators for comonoids and universal constructions, Arch.
Mathematik (106) (2016), pag. 21–33.
Citeaza: A.L. Agore, Limits of coalgebras, bialgebras and Hopf algebras, Proc. Amer. Math.
Soc. (139) (2011), pag. 855–863.
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22. C. Walton, X. Wang, On quantum groups associated to non-Noetherian regular algebras of
dimension 2, Math. Zeit. (284) (2016), pag. 543–574.
Citeaza: A.L. Agore, Limits of coalgebras, bialgebras and Hopf algebras, Proc. Amer. Math.
Soc. (139) (2011), pag. 855–863.
23. V. Gebhardt, S. Tawn, Zappa-Szep products of Garside monoids, Math. Zeit. (282) (2016),
pag. 341–369.
Citeaza: A.L. Agore, G. Militaru, Extending structures II: The quantum version, J. Algebra
(336) (2011), pag. 321–341.
24. L. Zhang, R. Niu, Maschke-type theorem for partial smash products, Int. Electron. J.
Algebra (19) (2016), pag. 49–57.
Citeaza: A.L. Agore, G. Militaru, Extending structures II: The quantum version, J. Algebra
(336) (2011), pag. 321–341.
25. J.M. Fernandez Vilaboa, R. Gonzalez Rodriguez, A.B. Rodrguez Raposo, Equivalences for weak
crossed products, Comm. Algebra (44) (2016), pag. 4519–4545
Citeaza: A.L. Agore, G. Militaru, Unified products and split extensions of Hopf algebras, Con-
temporary Math. AMS (585) (2013), pag. 1–15.
26. Q.-G. Chen, D.-G. Wang, A class of coquasitriangular Hopf group algebras, Comm Algebra
(44) (2016), pag. 310–335.
Citeaza: A.L. Agore, Crossed product of Hopf algebras, Comm. Algebra (40) (2013), pag.
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27. Q.-G. Chen, D.-G. Wang, A class of coquasitriangular Hopf group algebras, Comm Algebra
(44) (2016), pag. 310–335.
Citeaza: A.L. Agore, Coquasitriangular structures for extensions of Hopf algebras. Applications,
Glasgow Math. J. (55) (2013), pag. 201 – 215.
28. Q.-G. Chen, D.G. Wang, A Duality Theorem for L-R Crossed Product, Filomat (30) (2016),
pag. 1305–1313.
Citeaza: A.L. Agore, Coquasitriangular structures for extensions of Hopf algebras. Applications,
Glasgow Math. J. (55) (2013), pag. 201 – 215.
29. M.Keilberg,P.Schauenburg,OntensorfactorizationsofHopfalgebras,Algebra and Number
Theory (10) (2016), pag. 61–87.
Citeaza: A.L. Agore, G. Bontea, G. Militaru, Classifying bicrossed products of Hopf algebras,
Algebr. Represent. Theory (17) (2014), pag. 227–264.
30. R. Hermann, Monoidal categories and the Gerstenhaber bracket in Hochschild cohomology,
Memoirs Amer. Math. Soc. (243) (2016).
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algebras and epimorphisms of rings, Appl. Cat. Structures (22) (2014), pag. 29–42.
31. R. Hermann, Exact sequences, Hochschild cohomology, and the Lie module structure over the
M-relative center, J. Algebra (454) (2016), pag. 29–69.
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32. D.A. Towers, On n-maximal subalgebras of Lie algebras, Proc Amer. Math. Soc. (144)
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33. J.A. Carrilloa,Young-Pil Choi, Ewelina Zatorska textbookOn the pressureless damped Euler-
Poisson equations with quadratic confinement: Critical thresholds and large-time behavior
Math. Models Methods Appl. Sci. 26, 2311 (2016),
Citeaza: Ionel Popescu, Mass Transportation Proofs of Free Functional Inequalities, and Free
Poincar Inequalities, Journal of Functional Analysis volume 257 (2009), no. 4, 1175-1221,
34. I. Demir, K.C. Misra, E. Stitzinger, Classification of some Solvable Leibniz Algebras, Algebr.
Repr. Theory (19) (2016), pag. 405–417.
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tilinear Algebra (63) (2015), pag. 2187–2199.
35. U.B. Sharma, Asymptotic of Number of Similarity Classes of Commuting Tuples, J. Ramanu-
jan Math. Soc. (31) (2016), pag. 385–397.
Citeaza: A.L.Agore, The maximal dimension of unital subalgebras of the matrix algebra, Forum
Math. (29) (2017), pag. 1–5.
36. D. Hassanzadeh-Lelekaami, H. Roshan-Shekalgouarabi, On the generalized local cohomology of
minimax modules, Journal of Algebra and its Applications, Volume 15, (8), (2016).
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37. Seyed Fakhari, Depth, Stanley depth, and regularity of ideals associated to graphs, Arch.
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38. Daniel Campos, Ryan Gunderson, Susan Morey, Chelsey Paulsen, Thomas Polstra, Depths and
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40. Gyu Whan Chang, WHEN THE NAGATA RING D(X) IS A SHARP DOMAIN, Korean J.
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