Plane Partitions, Pedestals, аnd the Miracle of Integer Eigenvalues
演讲者
谢尼亚·什洛斯曼
时间
2026年11月02日 15:30 至 16:30
地点
A7-201
摘要
I will describe a family of matrices with polynomial entries, which have polynomial eigenvalues. They arise in the process of counting the 3D Young tableaux.
Based on joint work with R. Kenyon, M. Kontsevich, O. Ogievetsky, C. Pohoata and W. Sawin.
Based on joint work with R. Kenyon, M. Kontsevich, O. Ogievetsky, C. Pohoata and W. Sawin.
演讲者介绍
Senya Shlosman obtained his PhD in 1978, from the St.-Petersburg branch of Steklov institute. His adviser was Roland Dobrushin. He obtained his second PhD (habilitation) in 1989, from the Ukrainian Institute of Mathematics. From 1991 he was Professor of the Dept. of Math., UC Irvine. He moved to France in 1996, getting the position of Directeur de Recherche in CPT, CNRS, Luminy, Marseille. Currently he is a leading scientific researcher in the Institute for Information Transmission Problems of the Academy of Science, Moscow, and Professor of the Center for Advance Studies in Skolkovo Inst. of Technology, Moscow.