1 citations · 1 across the 2 of their papers we have counts for
3 papers
math.PR2026
Quantitative QSD convergence in 1-Wasserstein distance via the Föllmer drift
Joaquín Fontbona, Pablo López-Rivera
We develop a novel pathwise approach to study the convergence of the law of killed diffusion processes conditioned on non-absorption, towards a quasi-stationary distribution (QSD)…
math.PR2024
Improvement of Wu's logarithmic Sobolev inequality via the Poisson-Föllmer process
Shrey Aryan, Pablo López-Rivera, Yair Shenfeld
We give an alternative proof to Wu's logarithmic Sobolev inequality for the Poisson measure on the nonnegative integers using a stochastic variational formula for entropy. We show…
math.PR2023★ 1 cited
A Bakry-Émery approach to Lipschitz transportation on manifolds
Pablo López-Rivera
On weighted Riemannian manifolds we prove the existence of globally Lipschitz transport maps between the weight (probability) measure and log-Lipschitz perturbations of it, via Kim…