We obtain an estimate of the Cheeger isoperimetric constant in terms of the volume growth for a properly immersed submanifold in a Riemannian manifold which possesses at least one pole and sectional curvature bounded from above
summary:First we recall a Faber-Krahn type inequality and an estimate for $\lambda_p(\Omega)$ in ter...
We show that for convex domains in Euclidean space, Cheeger’s isoperimetric inequality, spectral gap...
There are three parts in this dissertation: First eigenvalue and volume estimate for a compact mini...
We obtain an estimate of the Cheeger isoperimetric constant in terms of the volume growth for a prop...
postprint de l'autor en arXiv. Pendent de publicar en: Proceedings of the American Mathematical Soci...
We prove isoperimetric inequality on a Riemannian manifold, assuming that the Cheeger constant for b...
n this paper, we provide an extension to the Jellett–Minkowski formula for immersed submanifolds wi...
Let be a domain on an -dimensional minimal submanifold in the outside of a convex set in or ...
ABSTRACT. In this paper we provide an extension to the Jellett-Minkowski’s formula for immersed subm...
We study the behavior of the Cheeger isoperimetric constant on infinite families of graphs and Riema...
In this paper we introduce a weighted Cheeger constant and show that the gap between the first two e...
In this short exposition we provide a simplified proof of Buser's result for Cheeger's isoperimetric...
Let X be a non-compact complete manifold (or a graph) which admits a quasi-pole and has bounded loca...
We present a quantitative version of the isoperimetric inequality on the sphere with a constant inde...
We present a quantitative version of the isoperimetric inequality on the sphere with a constant inde...
summary:First we recall a Faber-Krahn type inequality and an estimate for $\lambda_p(\Omega)$ in ter...
We show that for convex domains in Euclidean space, Cheeger’s isoperimetric inequality, spectral gap...
There are three parts in this dissertation: First eigenvalue and volume estimate for a compact mini...
We obtain an estimate of the Cheeger isoperimetric constant in terms of the volume growth for a prop...
postprint de l'autor en arXiv. Pendent de publicar en: Proceedings of the American Mathematical Soci...
We prove isoperimetric inequality on a Riemannian manifold, assuming that the Cheeger constant for b...
n this paper, we provide an extension to the Jellett–Minkowski formula for immersed submanifolds wi...
Let be a domain on an -dimensional minimal submanifold in the outside of a convex set in or ...
ABSTRACT. In this paper we provide an extension to the Jellett-Minkowski’s formula for immersed subm...
We study the behavior of the Cheeger isoperimetric constant on infinite families of graphs and Riema...
In this paper we introduce a weighted Cheeger constant and show that the gap between the first two e...
In this short exposition we provide a simplified proof of Buser's result for Cheeger's isoperimetric...
Let X be a non-compact complete manifold (or a graph) which admits a quasi-pole and has bounded loca...
We present a quantitative version of the isoperimetric inequality on the sphere with a constant inde...
We present a quantitative version of the isoperimetric inequality on the sphere with a constant inde...
summary:First we recall a Faber-Krahn type inequality and an estimate for $\lambda_p(\Omega)$ in ter...
We show that for convex domains in Euclidean space, Cheeger’s isoperimetric inequality, spectral gap...
There are three parts in this dissertation: First eigenvalue and volume estimate for a compact mini...