Cyrille Combete

activity

20172026

collaborators

3 papers

math.NA2026

Variable Exponent Wasserstein Spaces: Stability of Entropy Convexity and Modified Rényi Entropy

Ambroise Soglo, Cyrille Combété, Koffi Wilfrid Houédanou +1

We study the Wasserstein space $P (M)$ equipped with a distance $\Wp$ constructed from the Lagrangian $L (x, v) = ∣ v ∣^{p (x)}$ where $p (x) = 2 + ε (x)$ with $ε$ …

math.DG2018

Harnack inequalities for positive solutions of the heat equation on closed Finsler manifolds

Cyrille Combete, Serge Degla, Leonard Todjihounde

The main goal of this paper is to generalize some Li-Yau type gradient estimates to Finsler geometry in order to derive Harnack type inequalities. Moreover, we obtain, under some c…

math.DG2017

$p$ -Laplacian first eigenvalues controls on Finsler manifolds

Cyrille Combete, Serge Degla, Leonard Todjihounde

Given a Finsler manifold $(M, F)$ , it is proved that the first eigenvalue of the Finslerian $p$ -Laplacian is bounded above by a constant depending on $p$ , the dimension of $M$ , th…

Variable Exponent Wasserstein Spaces: Stability of Entropy Convexity and Modified Rényi Entropy

Harnack inequalities for positive solutions of the heat equation on closed Finsler manifolds

p-Laplacian first eigenvalues controls on Finsler manifolds

$p$ -Laplacian first eigenvalues controls on Finsler manifolds