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Paouris, Grigoris - Department of Mathematics, Texas A&M University
Small ball probability estimates, 2-behavior and the hyperplane conjecture
On the existence of supergaussian directions on convex bodies
-ESTIMATES FOR MARGINALS OF LOG-CONCAVE PROBABILITY MEASURES
SMALL BALL PROBABILITY ESTIMATES FOR LOG-CONCAVE Abstract. We establish a small ball probability inequality for isotropic log-
A stability result for mean width of Lp-centroid bodies. , O. Guedon
Random matrices with independent log-concave rows/columns. Radoslaw Adamczak
MATH 689--Finite dimensional Banach spaces:Theory of convex bodies Asymptotic Convex Geometry is only one component of an emerging in-terdis-
Concentration of mass on convex bodies We establish a sharp concentration of mass inequality for isotropic convex
Curriculum Vitae Grigoris Paouris
HIGH DIMENSIONAL RANDOM SECTIONS OF ISOTROPIC CONVEX BODIES
Curriculum Vitae Grigoris Paouris
Math 311 503, Fall 2011 Learning objectives and outline of schedule
On the distribution of the 2-norm of linear functionals on isotropic convex
Curriculum Vitae Grigoris Paouris
