Students
Current:
Shachar Carmeli,
Alexander Shamov
(Ph.D. students),
Dor Metzer (M.Sc. student)
Post - doctoral fellows
Past Students
Boaz Elazar, Ph. D. Thesis: Quasi-Nash Varieties and Schwartz Functions on Them
Ary Shaviv, Ph.D. Thesis: Schwartz functions and tempered distributions on real geometric objects.
Shai Keidar, M.Sc. thesis: PGL2 is Multiplicity-Free as a PGL2×PGL2-Variety
Shachar Carmeli, M.Sc. thesis: On the Stability and Gelfand Property of Symmetric Pairs
Itay Glazer (j.w. A. Aizenbud), M.Sc. thesis: Representations of real reductive groups distinguished by symmetric subgroups
Noam Kahlon, M.Sc.thesis: Hyper-distinguished nilpotent orbits in Lie algebras and Gelfand property of symmetric pairs
Ezra Waxman, M.Sc.thesis: Local Fields, Global Fields, and the Meromorphic
Continuation of Zeta Functions
Yoav Ben Shalom, summer project: Weak Gelfand Pair Property And Application To GL(n+1),GL(n) Over Finite Fields ,
Jakub Witaszek , summer project: G-equivariant l-sheaves .
Past post - doctoral fellows
Yuanqing Cai , Michal Zydor (j.w. E. Lapid), Max Gurevich (j.w. E. Lapid), Roberto Rubio (j.w. A. Aizenbud), Andrey Minchenko