activity
20102022
most citedFractional Laplacian in Conformal Geometry

2 citations · 5 across the 8 of their papers we have counts for

collaborators

9 papers

math.AP2024

Spectral properties of Lévy Fokker--Planck equations

Hardy Chan, Marco A. Fontelos, María del Mar González

Hermite polynomials, which are associated to a Gaussian weight and solve the Laplace equation with a drift term of linear growth, are classical in analysis and well-understood via…

math.AP2022

A Steklov version of the Torsional Rigidity

Lorenzo Brasco, María del Mar González, Mikel Ispizua

Motivated by the connection between the first eigenvalue of the Dirichlet-Laplacian and the torsional rigidity, the aim of this paper is to find a physically coherent and mathemati…

cs.LG20222 cited

Deterministic Decoupling of Global Features and its Application to Data Analysis

Eduardo Martinez-Enriquez, Maria del Mar Gonzalez, Javier Portilla

We introduce a method for deterministic decoupling of global features and show its applicability to improve data analysis performance, as well as to open new venues for feature tra…

math.AP2016

-convergence of variational functionals with boundary terms in Stein manifolds

Eleonora Cinti, Bruno Franchi, María del Mar González

Let be an open subset of a Stein manifold and let be its boundary. It is well known that inherits a natural contact structure. In this paper we consider a family of…

math.AP2016

Fractional Laplacians and extension problems: the higher rank case

Maria del Mar Gonzalez, Mariel Saez

The aim of this paper is two-fold: first, we look at the fractional Laplacian and the conformal fractional Laplacian from the general framework of representation theory on symmetri…

math.AP20161 cited

Recent progress on the fractional Laplacian in conformal geometry

Maria del Mar Gonzalez

The aim of this paper is to report on recent development on the conformal fractional Laplacian, both from the analytic and geometric points of view, but especially towards the PDE…