Permanent Function: An Instrument to Solve Algebraic and Combinatorial Problems

Topic: 
Permanent Function: An Instrument to Solve Algebraic and Combinatorial Problems
Date & Time: 
Monday, April 8, 2024 - 17:30 to 18:30
Speaker: 
Alexander Guterman, Bar-Ilan University
Location: 
W923, West Hall, NYU Shanghai New Bund Campus

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Abstract:  

References:

[1] A.R. Kräuter, Recent results on permanents of (+1, -1)-matrices, Ber. No. 249, Berichte, 243-254, Forschungszentrum Graz, Graz, 1985.
[2] G. Pólya, Aufgabe, 424, Arch. Math. Phys. 20, 3, (1913) 271.
[3] E.T.H. Wang, On permanents of (+1, -1)-matrices, Israel J. Math., 18 (1974) 353-361.

Biography:  

Professor Guterman was born in 1975 in Moscow, Russia. He received his Ph.D. in 2001 and a habilitation in 2009 from Lomonosov Moscow State University, Russia, where he worked as a full professor at the Faculty of Higher Algebra, Department of Mathematics and Mechanics till 2022, when he moved to Israel. He has a permanent professor position at the Bar-Ilan University, Israel. He delivers lectures in abstract and linear algebra.  Professor Guterman actively works with young researchers. In particular, 25 M.Sc. students and 8 Ph.D. students defended their thesis under his supervision. Alexander's research interests are mostly in linear algebra and its applications, combinatorics, tropical mathematics and finite-dimensional algebras. He has more than 150 papers in well-known international professional journals.

Seminar by the NYU-ECNU Institute of Mathematical Sciences at NYU Shanghai

This event is open to the NYU Shanghai community and Math community.