Mathematics

Algebra, algebraic geometry, approximation theory, biological and ecological models, combinatorics, computational geometry, computer science, cryptology, evolution equations, dynamic systems, differential equations, differential geometry, ergodic theory, functional analysis, graph theory, homological algebra, information theory, logic, number theory, numerical analysis, optimization, probability theory, set theory, singular perturbation theory, statistics, stochastic processes.

Lecture by the Wolf prize winner prof. László Lovász on 13 May 2013 11am

Submitted by balazsm on May 13, 2013
in

Wolf prize winner László Lovász will give a lecture on 13 May 11am

Title:

Which graphs are extremal?

Extremal graph theory has matured in a sense; besides studying specific extremal problems, now we can pose and, in part, answer general questions like: Which inequalities between subgraph densities are valid? What is the possible structure of extremal graphs?

An interesting atricle - Missing Math Experts

Submitted by bodogane on Mar 26, 2013
in

A survey of the job market for doctorates in mathematics education shows demand outstrips supply -- even after the recession.

Read the article of Carl Straumsheim here:

Abel Prize laureate Endre Szemerédi was our guest

Submitted by balazsm on Mar 26, 2013
in

Lecture by the Abel prize Laureate prof. Endre Szemerédi on 11 March 2013

Submitted by balazsm on Mar 11, 2013
in

Abel prize laureate Professor Endre Szemerédi (Rényi Institute) will give a lecture on the "On Subset Sums" on March 11, 2013, at 13:30 pm, in Auditorim (1051 Budapest, Nádor u. 9. Ground floor). 

István Miklós

Associate Professor
Department of Mathematics and its Applications

István Miklós has an MSc degree both in mathematics and biology-chemistry.
He received his PhD in theoretical biology in 2002. He was a postdoctoral researcher at the Department of Statistics, University of Oxford between 2002 and 2004. Then he returned to Hungary, spent two years at the Eötvös University and moved to the Rényi Institute in 2006. His main research field is bioinformatics, computational biology, rapidly mixing Markov chains and counting problems in the intersection of complexity classes FPRAS and #P-complete.

Gábor Tardos

Professor
Department of Mathematics and its Applications

His research interest includes combinatorics, discrete and computational geometry, and complexity theory.

Tamás Szamuely

Professor
Department of Mathematics and its Applications

PhD, Université de Paris-Sud, 1998. Research in arithmetic and algebraic geometry. Wrote two books on aspects of modern Galois theory published by Cambridge University Press. Regularly teaches courses at CEU in algebraic geometry, algebra and number theory. Currently supervises his second PhD student at CEU

Ervin Győri

Professor
Department of Mathematics and its Applications

His main research interests are Extremal set theory, Connectivity of graphs, Cycles in graphs and Minimax theorems in combinatorics.

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