Singular Brascamp-Lieb inequalities with cubical structure
Polona Durcik, Christoph Thiele
TL;DR
This paper proves a singular Brascamp-Lieb inequality that incorporates a large group of involutive symmetries, advancing the understanding of inequalities with symmetrical structures.
Contribution
It introduces a new singular Brascamp-Lieb inequality framework with symmetrical properties, expanding prior results to include involutive symmetries.
Findings
Established a singular Brascamp-Lieb inequality with involutive symmetries
Demonstrated the inequality's applicability to symmetrical structures
Extended the theoretical understanding of inequalities with symmetry
Abstract
We prove a singular Brascamp-Lieb inequality, stated in Theorem 1, with a large group of involutive symmetries.
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