Combinatorics and Discrete Mathematics
The members of the research group in Combinatorics and Discrete Mathematics (CDM, for short) conduct research in the areas of graph theory, algebraic combinatorics, discrete geometry, combinatorial optimization and other fields of discrete mathematics.
A seminar in Algebraic Combinatorics is working since Fall 1995 with a special emphasis on promoting students' interests in CDM.
The CDM group includes people whose interests permanently lie in the area as well as those whose combinatorial activities are sporadic.
|Prof. Vladimir Shevelev||shevelev||
Enumerative combinatorics with applications in number theory, applied coding theory
|Emeritus Prof Amos Altshulerfirstname.lastname@example.org||
Combinatorial geometry, topological graph theory, convex polytopes
|Prof. Michael Klin||klin||
Finite permutation groups, algebraic combinatorics, graph theory, mathematical chemistry
|Prof. Daniel Berend||berend||
Applied Probability, Combinatorial Optimization, Number Theory.
|Mathematical Statistics 1|
|Prof. Menachem Kojman||kojman||
Set theory, mathematical logic, combinatorics.
|Introduction to Logic and Set Theory, Axiomatic Set Theory 1 and Set Theory|
|Prof. Shakhar Smorodinsky||shakhar||
Computational and combinatorial geometry, sensor and wireless networks, online algorithms, discrete math.
|Graph Theory and Discrete Mathematics for Communication Engineering|
|Prof. Yoav Segev||yoavs||
Finite group theory, finite geometries, combinatorial topology.
|Dr. Izhar Oppenheim||izharo||
Geometric Group theory, Expander graphs and High Dimensional Expanders, Coarse geometry
|Fundamentals of Measure Theory and Expander graphs and group theory|
|Dr. Yaar Solomon||yaars||
Discrete Geometry, Combinatorics, Dynamical Systems, Ergodic Theory, Diophantine Approximations, Computational Geometry
|Linear Algebra for physics students and Linear Algebra for physics students|
|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|