E. Aubry

most citedBounds on the volume entropy and simplicial volume in Ricci curvature

L^{p}

bounded from below

1 citations · 1 across the 2 of their papers we have counts for

collaborators

2 papers

math.DG2008★ 1 cited

Bounds on the volume entropy and simplicial volume in Ricci curvature $L^{p}$ bounded from below

E. Aubry

Let $(M, g)$ be a compact manifold with Ricci curvature almost bounded from below and $π : M ˉ \to M$ be a normal, Riemannian cover. We show that, for any nonnegative function $f$ …

math.DG2008

Conformal harmonic forms, Branson-Gover operators and Dirichlet problem at infinity

Erwann Aubry, Colin Guillarmou

For odd dimensional Poincaré-Einstein manifolds $(X^{n + 1}, g)$ , we study the set of harmonic $k$ -forms (for $k<\ndemi$) which are $C^{m}$ (with $m\in\nn$) on the conformal compactific…

Bounds on the volume entropy and simplicial volume in Ricci curvature Lp bounded from below

Conformal harmonic forms, Branson-Gover operators and Dirichlet problem at infinity

Bounds on the volume entropy and simplicial volume in Ricci curvature $L^{p}$ bounded from below