Research Group: Geometric,Topological and Computational Aspects of High-Dimensional Combinatorics

[RG # 153]  Geometric, Topological and Computational Aspects of High-Dimensional Combinatorics

Sep 1, 2017 - Jul 1, 2018

Organizers:  

Alexander Lubotzky (The Hebrew University) 
Tali Kaufman (Bar-Ilan University) 

Combinatorics in general and the theory of expander graphs, in particular, have been fruitful areas of  interaction of pure and applied mathematics. In recent years a "high dimensional" theory has been emerged. This theory beside its intellectual interest has also a great potential for various applications in mathematics and computer science. This theory calls for a cooperation of experts in combinatorics, topology, geometry, group theory and computer science. We propose to organize a program that will bring together people from these areas in order to create a community of scholars who can cooperate on these new challenges.

 

 

Members

men

Michael Farber

FELLOW
Queen Mary, University of London
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Michael Farber is Professor of Mathematics at the School of Mathematical Sciences, Queen Mary, University of London. He is known for his research in high dimensional knot theory, Morse theory and topology of closed 1-forms. His recent research interests focus on applied and computational topology, topological robotics, applications of topology to statistics and computer science. 

2017-2018 Fellow Geometric,Topological and Computational Aspects of High-Dimensional Combinatorics

Read more about Professor Farber here

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fellow

Lev Glebsky

FELLOW
The Autonomous University of San Luis Potosí
Lev is a professor in the Faculty of Sciences at the Institute of Optical Communication, the The Autonomous University of San Luis Potosí.

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