Critical points of polynomial with independent random roots
Người báo cáo: Guillaume Poly, University of Rennes 1, France
Thời gian: 14h chiều Thứ 5, ngày 26/02/2026
Địa điểm: Phòng 507 nhà A6
Abstract: We shall introduce and discuss a model of random polynomials where the roots are chosen independently and identically distributed on C. Then we shall study the empirical distribution of the critical points as well as roots of higher derivatives as the degree tends to infinity. We will relate this question to several anti concentration problems.
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