sup x inf Inequality on manifolds of dimension 5
Samy Skander Bahoura
TL;DR
This paper establishes a sup x inf inequality for a Yamabe type equation specifically in five-dimensional manifolds.
Contribution
It provides a new inequality of this type in dimension 5, extending the understanding of such inequalities in geometric analysis.
Findings
Derived a sup x inf inequality for Yamabe equations in dimension 5
Contributes to the theory of geometric inequalities on manifolds
Enhances understanding of solutions to Yamabe type equations
Abstract
We give an inequality of type sup x inf in dimension 5 for a Yamabe type equation.
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