1 citations · 1 across the 3 of their papers we have counts for
5 papers
The equality case in Godbersen's inequality and its generalizations
Omer Friedland, Eli Putterman, Maud Szusterman
Godbersen's long-standing conjecture states that the mixed volumes of any convex body satisfy for a…
Monotonicity of the Gaussian measure under Banaszczyk transforms
Maud Szusterman
In the proof of his famous 5K-theorem, W. Banaszczyk introduced a transformation of convex bodies for which the Gaussian measure is monotone. In this note, we present a simplified…
The Gaussian measure of a convex body controls its maximal covering radius
Maud Szusterman
The well-studied vector balancing constant of a pair of convex bodies , is lower bounded by a lattice counterpart, . In [BS97], Banaszczyk and Szarek prove…
Extemizers in Soprunov and Zvavitch's Bezout inequalities for mixed volumes
Maud Szusterman
In [SZ], Soprunov and Zvavitch have translated the Bezout inequalities (from Algebraic Geometry) into inequalities of mixed volumes satisfied by the simplex. They conjecture this s…
A New Excluding Condition towards the Soprunov-Zvavitch conjecture on Bezout-type inequalities
Maud Szusterman
In 2015, I. Soprunov and A. Zvavitch have shown how to use the Bernstein-Khovanskii-Kushnirenko theorem to derive non-negativity of a certain bilinear form , defined on (pairs…