A one-line proof of a minimax theorem (for a notion of curvature on finite graphs)
Yi C. Huang

TL;DR
This paper presents a concise proof of Steinerberger's minimax theorem, which relates to a notion of curvature on finite graphs, simplifying the understanding of this mathematical concept.
Contribution
The paper provides a novel, one-line proof of Steinerberger's minimax theorem, streamlining previous more complex demonstrations.
Findings
Simplified proof of Steinerberger's minimax theorem
Clarification of curvature notions on finite graphs
Potential for easier application in related mathematical fields
Abstract
A one-line proof of a minimax theorem due to Steinerberger is given.
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Taxonomy
TopicsGeometric Analysis and Curvature Flows · Advanced Differential Geometry Research
