The covering numbers and "low $M^*$-estimate" for quasi-convex bodies

A. E. Litvak, V. D. Milman, A. Pajor
1999 Proceedings of the American Mathematical Society  
This article gives estimates on the covering numbers and diameters of random proportional sections and projections of quasi-convex bodies in R n . These results were known for the convex case and played an essential role in the development of the theory. Because duality relations cannot be applied in the quasi-convex setting, new ingredients were introduced that give new understanding for the convex case as well.
doi:10.1090/s0002-9939-99-04593-1 fatcat:mkbvbca4jvcitflhdx3gpriauu