Note sur les inegalites isoperimetriques en dimension 2
Samy Skander Bahoura (IHP)
TL;DR
This paper discusses classical isoperimetric inequalities in two dimensions, focusing on those established by Nehari, Huber, and Alexandrov, and explores their properties and implications.
Contribution
It provides an analysis of key isoperimetric inequalities in 2D, highlighting their differences and significance in geometric analysis.
Findings
Comparison of inequalities by Nehari, Huber, and Alexandrov
Insights into geometric implications of these inequalities
Potential applications in surface geometry and analysis
Abstract
This text talk about the isoperimetric inequalities of Nehari, Huber and Alexandrov in dimension 2.
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Taxonomy
TopicsPoint processes and geometric inequalities · Analytic and geometric function theory · Mathematics and Applications