关于布拉斯坎普-李布几何数据普遍性的说明

arXiv - MATH - Classical Analysis and ODEs Pub Date : 2024-07-31 DOI:arxiv-2407.21440

Neal Bez, Anthony Gauvan, Hiroshi Tsuji

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引用次数: 0

摘要

本论文主要依据 Garg、Gurvits、Oliveira 和 Wigderson 的研究成果，证明了几何布拉什坎普--勒布数据在某种意义上是无处不在的，从而解决了 Bennett 和 Tao 在他们最近关于联合布拉什坎普--勒布不等式的研究中提出的一个问题。

本文章由计算机程序翻译，如有差异，请以英文原文为准。

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A note on ubiquity of geometric Brascamp-Lieb data

Relying substantially on work of Garg, Gurvits, Oliveira and Wigderson, it is shown that geometric Brascamp--Lieb data are, in a certain sense, ubiquitous. This addresses a question raised by Bennett and Tao in their recent work on the adjoint Brascamp--Lieb inequality.

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arXiv - MATH - Classical Analysis and ODEs

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