AbstractSolving a problem of Bell, Frieze and Marbach, we extend the recent breakthrough of Frankston,Kahn, Narayanan and Park to the rainbow setting.Speaker IntroJie Han is a professor at the School of Mathematics and Statistics of Beijing Institute ofTechnology. He obtained his Ph.D. degree in 2015 at Georgia State University under thesupervision of Prof. Yi Zhao. He then spent his academic l...
AbstractThe Brunn-Minkowski inequality states that for (open) sets A and B in Rd, we have4 + B|1/d > |A|l/d + |B|l/d. Equality holds if and only if A and B are convex and homotheticsets in R". In this talk, we present a sharp stability result for the Brunn-Minkowski inequality.concluding a long line of research on this problem, We show that if we are close to eauality in theBrunn-Minkowski ineg...