Vera Serganova
Affiliations: | Mathematics | University of California, Berkeley, Berkeley, CA, United States |
Area:
Super-representation theoryGoogle:
"Vera Serganova"Children
Sign in to add trainee| Noam Shomron | grad student | 2001 | UC Berkeley |
| Nina Nemyrovska | grad student | 2003 | UC Berkeley |
| Crystal F. Hoyt | grad student | 2007 | UC Berkeley |
| Jennifer D. Berg | grad student | 2008 | UC Berkeley |
| Elizabeth Dan-Cohen | grad student | 2008 | UC Berkeley |
| Anton I. Geraschenko | grad student | 2011 | UC Berkeley |
| Lilit Martirosyan | grad student | 2013 | UC Berkeley |
| Alexandru L. Chirvasitu | grad student | 2014 | UC Berkeley |
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Publications
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| Kashuba I, Serganova V. (2020) Representations of simple Jordan superalgebras Advances in Mathematics. 370: 107218 |
| Sahi S, Salmasian H, Serganova V. (2020) The Capelli eigenvalue problem for Lie superalgebras Mathematische Zeitschrift. 294: 359-395 |
| Balagović M, Daugherty Z, Entova-Aizenbud I, et al. (2020) The affine VW supercategory Selecta Mathematica-New Series. 26: 1-42 |
| Balagovic M, Daugherty Z, Entova-Aizenbud I, et al. (2019) Translation functors and decomposition numbers for the periplectic Lie superalgebra $\mathfrak{p}(n)$ Mathematical Research Letters. 26: 643-710 |
| Hoyt C, Penkov I, Serganova V. (2019) Integrable sl(∞)‐modules and category O for gl(m|n) Journal of the London Mathematical Society-Second Series. 99: 403-427 |
| Penkov I, Serganova V. (2019) Large annihilator category O for sl(∞),o(∞),sp(∞) Journal of Algebra. 532: 152-182 |
| Grantcharov D, Serganova V. (2019) Tensor representations of $\mathfrak q(\infty)$ Algebras and Representation Theory. 22: 867-893 |
| Hartwig JT, Serganova V. (2019) Clifford and Weyl superalgebras and spinor representations Transformation Groups. 1-23 |
| Serganova V. (2018) Representations of a central extension of the simple Lie superalgebra $$\mathfrak $$ The SãO Paulo Journal of Mathematical Sciences. 12: 359-376 |
| Gorelik M, Serganova V. (2018) Integrable Modules Over Affine Lie Superalgebras $${\mathfrak{sl}(1|n)^{(1)}}$$ Communications in Mathematical Physics. 364: 635-654 |