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A new proof of the Wulff-Gage isoperimetric inequality and its applications by Ma, Lei; Zeng, Chunna is a scholarly article available to read on EtoBox.

What is A new proof of the Wulff-Gage isoperimetric inequality and its applications about?

A new proof of the Wulff-Gage isoperimetric inequality for origin-symmetric convex bodies is provided. As its applications, we prove the uniqueness of log-Minkowski problem and a new proof of the log-Minkowski inequality of curvature entropy for origin-symmetric convex bodies of $C^{2}$ boundaries in $\mathbb R^{2}$ is given.

Author

Ma, Lei; Zeng, Chunna

Published

2023

Language

EN