A short proof of the multilinear Kakeya inequality
Larry Guth
TL;DR
This paper presents a concise proof of a slightly weaker form of the multilinear Kakeya inequality, originally established by Bennett, Carbery, and Tao, contributing to the understanding of geometric measure theory.
Contribution
The authors provide a shorter proof of a variant of the multilinear Kakeya inequality, simplifying the original complex argument.
Findings
A shorter proof of the multilinear Kakeya inequality
A slightly weaker version of the original inequality
Simplification of existing proof techniques
Abstract
We give a short proof of a slightly weaker version of the multilinear Kakeya inequality proven by Bennett, Carbery, and Tao.
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