The singularity probability of random symmetric matrices
CMSA EVENTS
When: December 7, 2021
9:30 am - 10:30 am
Where: Virtually
Speaker: Matthew Jenssen - University of Birmingham
Let M_n be drawn uniformly from all n by n symmetric matrices with entries in {-1,1}. In this talk I’ll consider the following basic question: what is the probability that M_n is singular? I’ll discuss recent joint work with Marcelo Campos, Marcus Michelen and Julian Sahasrabudhe where we show that this probability is exponentially small. I hope to make the talk accessible to a fairly general audience.
Zoom link: https://harvard.zoom.us/j/99715031954?pwd=eVRvbERvUWtOWU9Vc3M2bjN3VndBQT09
Password: 1251442