Entropy, slicing problem and functional Mahler's conjecture
Entropy, slicing problem and functional Mahler's conjecture
In a recent work, Bo'az Klartag showed that, given a convex body with minimal volume product, its isotropic constant is related to its volume product. As a consequence, he obtained that a strong version of the slicing conjecture implies Mahler's conjecture. In this work, we extend these geometrical results to …