Algebraic Geometry and Number Theory
- the "AGNT" recurring seminar
|Prof. Ido Efrat||efrat||
Galois theory, field arithmetic, Galois cohomology, valuation theory
|Theory of Numbers and Field Theory and Galois Theory|
|Prof. Dmitry Kerner||kernerdm||
Singularities, Algebraic Geometry, Commutative Algebra
|Basic Concepts in Topology and Geometry and Introduction to Complex Analysis|
|Prof. Uri Onn||urionn||
|Prof. Ruvim Lipyanski||lipyansk||
Theory of Lie algebras, constructive algebraic geometry, algorithmic problems in the theory of rings.
|Prof. Eitan Sayag||sayage||
Automorphic forms, Representation Theory, Harmonic analysis.
|Fourier Analysis and The -adic numbers and their usage in number theory|
|Prof. Victor Vinnikov||vinnikov||
Operator theory, system theory, algebraic geometry
|Infinitesimal Calculus 3 and Fourier analysis and orthonormal systems for physics|
|Dr. Eitan Bachmat||ebachmat||
|Prof. Amnon Yekutieli||amyekut||
Algebraic geometry, noncommutative algebra
|Algebraic Geometry - Schemes (1) and Algebraic Geometry - Schemes - 2|
|Prof. Fedor Pakovich||pakovich||
Function Theory, Differential equations, Number Theory
|Calculus 1 for Computer Science and Software Engineering and Introduction to Complex Dynamics|
|Prof. Ronen Peretz||ronenp||
Algebraic geometry: polynomial automorphisms, geometric function theory, external problems in complex analysis.
|Prof. Daniel Berend||berend||
Applied Probability, Combinatorial Optimization, Number Theory.
|Mathematical Statistics 1|
|Emeritus Prof Miriam Cohen||mia||
Non-commutative ring theory, Hopf algebras and their actions, Lie super algebras, non-commutative Galois theory.
|Prof. Yoav Segev||yoavs||
Finite group theory, finite geometries, combinatorial topology.
|Dr. Ishai Dan-Cohen||ishaida||
Motives, p-adic periods, integral points.
|Vector calculus for Electric Engineering and Arithmetic Methods in Cryptography|
|Prof. Ilya Tyomkin||tyomkin||
Algebraic geometry, Tropical Geometry, Singularities
|Vector calculus for Electric Engineering and Introduction to Commutative Algebra|
|Prof. Nadya Gurevich||ngur||
Automorphic representations and L-functions
|Linear Algebra ME and Theory of Functions of a Complex Variable|
|Prof. Amnon Besser||bessera||
Number theory, arithmetic geometry, p-adic integration, p-adic cohomology, Shimura varieties, automorphic forms, algebraic cycles, algebraic K-theory
|Calculus 1 for engineering, Noncommutative algebra and Solving Equations|
|Dr. Inna Entova-Aizenbud||entova||
Representation Theory: Lie algebras and superalgebras, representations of finite groups, tensor categories, representation stability, diagram categories, categorical actions
|Infinitesimal Calculus 1|
|Dr. Daniel Disegni||disegni||
Arithmetic geometry and ($p$-adic) $L$-functions
|Elliptic curves and modular forms|
|Dr. Moshe Kamensky||kamenskm||
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.