Central Limit Theorem and geometric probability
Speaker:
Shaghayegh Kordnoori
Date and Time:
Thursday, November 4, 2010 - 3:40pm to 4:05pm
Abstract:
In this paper convergence of geometric functional analysis and classical convexity which create asymptotic geometric analysis was investigated;Moreover,a Central Limit Theorem for convex sets and Long-concave measures was studied.
It was shown that expressing the geometric probability as sums of stabilizing functionals can make the rates of convergence of CLT optimal For graphs in computational geometry.