Nir Avni - Northwestern University
Professor in the Department of Mathematics at Northwestern University. My email is: MyLastName (dot)MyFirstName (at)gmail (dot)com. Algebraic Groups. Arithmetic Groups. …
Nir Avni: Department of Mathematics - Northwestern University
Avni’s research is on algebraic and arithmetic groups, using tools from different areas of mathematics including dynamics, probability, logic, and representation theory. Avni was …
Nir Avni - Northwestern Scholars
Model theory, Group theory and generalizations, Topological groups, Lie groups, Measure and integration, Dynamical systems and ergodic theory, Differential geometry. Dive into the …
[2304.13173] Conjugacy width in uniform higher rank arithmetic …
2023年4月25日 · View a PDF of the paper titled Conjugacy width in uniform higher rank arithmetic groups of orthogonal type, by Nir Avni and Chen Meiri
Title: On the model theory of higher rank arithmetic groups
2020年8月4日 · View a PDF of the paper titled On the model theory of higher rank arithmetic groups, by Nir Avni and Chen Meiri View PDF Abstract: Let $\Gamma$ be a centerless …
Core Faculty: Department of Mathematics - Northwestern University
Nir Avni. Professor. Field(s) of Research: Lie groups Phone number: 847-491-5575 Office location: Lunt 213 [email protected]
Arithmetic groups, base change, and representation growth
2011年10月27日 · Download a PDF of the paper titled Arithmetic groups, base change, and representation growth, by Nir Avni and 3 other authors
Tenure-Line Faculty - Northwestern University
Nir Avni. Professor. Field(s) of Research: Lie groups Phone number: 847-491-5575 Office location: Lunt 213 [email protected]
Nir Avni's research works | Northwestern University, IL (NU) and …
Nir Avni's 38 research works with 351 citations and 1,220 reads, including: Conjugacy width in uniform higher rank arithmetic groups of orthogonal type
Nir Avni | Theory of Computation at Harvard
Expander graphs, Ramanujan graphs, and their explicit constructions using representation theory. Topics may include: Lattices in algebraic groups, Property (T), Representation theory of PGL …