most citedSpectral gap for spherically symmetric log-concave probability measures, and beyond

4 citations · 4 across the 4 of their papers we have counts for

collaborators

4 papers

math.PR2024

Importance Sampling for the Extremal Eigenvalue of -Jacobi ensemble

Yutao Ma, Siyu Wang

This paper focuses on rare events associated with the tail probabilities of the extremal eigenvalues in the -Jacobi ensemble, which plays a critical role in both multivariate st…

math.PR2024

Deviation and moderate deviation for extremal eigenvalues of large Chiral non-Hermitian random matrices

Yutao Ma, Siyu Wang

Consider the chiral non-Hermitian random matrix ensemble with parameters and and let be its eigenvalues with positive -coordinate. In this pap…

math.PR2014

A note on spectral gap and weighted Poincaré inequalities for some one-dimensional diffusions

Michel Bonnefont, Aldéric Joulin, Yutao Ma

We present some classical and weighted Poincaré inequalities for some one-dimensional probability measures. This work is the one-dimensional counterpart of a recent study achieved…

math.PR2014★ 4 cited

Spectral gap for spherically symmetric log-concave probability measures, and beyond

Michel Bonnefont, Aldéric Joulin, Yutao Ma

Let be a probability measure on $\rr^n$ () with Lebesgue density proportional to , where $V : \rr_+ \to \rr$ is a smooth convex potential. We…