Algebraic Geometry and Number Theory

Seminars

Group Members

Name
Email
Research Interests
Courses
Prof. Ruvim Lipyanski

Theory of Lie algebras, constructive algebraic geometry, algorithmic problems in the theory of rings.

Dr. Eitan Bachmat
Prof. Victor Vinnikov

Operator theory, system theory, algebraic geometry

Basic Concepts in Modern Analysis and Geometric infinitesimal calculus 1
Prof. Fedor Pakovich

Function Theory, Differential equations, Number Theory

Prof. Ronen Peretz

Algebraic geometry: polynomial automorphisms, geometric function theory, external problems in complex analysis.

Prof. Ido Efrat

Galois theory, field arithmetic, Galois cohomology, valuation theory

Noncommutative algebra
Dr. David Corwin

Arithmetic geometry: rational and integral points, motives, anabelian geometry

Theory of Numbers
Emeritus Prof Yoav Segev

Finite group theory, finite geometries, combinatorial topology.

Prof. Ilya Tyomkin

Algebraic geometry, Tropical Geometry, Singularities

Dr. Daniel Disegni

Arithmetic geometry and ($p$-adic) $L$-functions

Prof. Eitan Sayag

Automorphic forms, Representation Theory, Harmonic analysis.

Prof. Dmitry Kerner

Singularities, Algebraic Geometry, Commutative Algebra

Introduction to Differential Topology
Prof. Amnon Yekutieli

Algebraic geometry, noncommutative algebra

Prof. Nadya Gurevich

Automorphic representations and L-functions

Emeritus Prof Daniel Berend

Applied Probability, Combinatorial Optimization, Number Theory.

Dr. Inna Entova-Aizenbud

Representation Theory: Lie algebras and superalgebras, representations of finite groups, tensor categories, representation stability, diagram categories, categorical actions

Prof. Amnon Besser

Number theory, arithmetic geometry, p-adic integration, p-adic cohomology, Shimura varieties, automorphic forms, algebraic cycles, algebraic K-theory

Dr. Yotam Hendel
Introduction to Commutative Algebra
Dr. Ishai Dan-Cohen

Motives, p-adic periods, integral points.

Vector calculus for Electric Engineering and Algebraic Structures
Dr. Moshe Kamensky

Model theory (a branch of mathematical logic), and its interactions with other areas of mathematics, especially algebraic geometry, representation theory and differential equations. I also like algebraic geometry in general, as well as category theory and related subjects.

Logic