A uniform result in dimension 2
Samy Skander Bahoura (IHP)
TL;DR
This paper establishes a uniqueness result for solutions to a specific equation on compact Riemannian surfaces in two dimensions, contributing to the understanding of geometric analysis in this setting.
Contribution
It provides a new uniqueness theorem for solutions of a certain equation on 2D compact Riemannian surfaces, expanding existing mathematical knowledge.
Findings
Proves uniqueness of solutions in dimension 2
Applies to equations on compact Riemannian surfaces
Enhances understanding of geometric PDEs in 2D
Abstract
We give a uniqueness result in dimension 2 for the solutions to an equation on compact Riemannian surface without boundary.
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Taxonomy
Topicsadvanced mathematical theories · Advanced Mathematical Modeling in Engineering