Reverse Brascamp-Lieb inequality and the dual Bollobas-Thomason inequality
Dimitris-Marios Liakopoulos
TL;DR
This paper establishes a dual version of the Bollobás-Thomason uniform cover inequality, contributing to the understanding of geometric inequalities and their duals in convex geometry.
Contribution
It introduces the dual form of the Bollobás-Thomason inequality, expanding the theoretical framework of geometric inequalities.
Findings
Established the dual version of the Bollobás-Thomason inequality
Extended the understanding of geometric inequalities and their duals
Provided new tools for convex geometric analysis
Abstract
The purpose of this article is to establish the dual version of the uniform cover inequality of Bollobas and Thomason.
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