collaborators

17 papers

cs.LG2026

A Gradient Flow Perspective on Minimum MMD Estimation

Sophia Seulkee Kang, Louis Sharrock, Xiaoyuan Cheng +2

Minimum maximum mean discrepancy (MMD) estimation has emerged as a robust and likelihood-free alternative to maximum likelihood estimation for parameter estimation. Yet, despite it…

cs.LG2026

Thinned Mean Field Langevin Dynamics

Zonghao Chen, Heishiro Kanagawa, François-Xavier Briol +2

Several important learning tasks can be formulated as minimizing an entropy-regularized objective over an appropriate space of probability distributions. Mean-field Langevin dynami…

stat.ML2026

Conservative neural posterior estimation via distributionally robust training

William Laplante, Yuga Hikida, Charita Dellaporta +2

Simulation-based inference with neural posterior estimation (NPE) often yields overconfident and unreliable posteriors under limited simulation budgets. To address this, we propose…

stat.ME2026

A computationally-tractable measure of global sensitivity for sampling-based Bayesian inference

Arina Odnoblyudova, Charita Dellaporta, François-Xavier Briol

Bayesian inference can often be sensitive to the choice of hyperparameters of the prior or likelihood, yet defining and quantifying this sensitivity in a principled and computation…

stat.ML2026

Stationary MMD Points

Zonghao Chen, Toni Karvonen, Heishiro Kanagawa +2

Approximation of a target probability distribution using a finite set of points is a problem of fundamental importance in numerical integration. Several authors have proposed to se…

stat.ML2026

Amortised and provably-robust simulation-based inference

Ayush Bharti, Charita Dellaporta, Yuga Hikida +1

Complex simulator-based models are now routinely used to perform inference across the sciences and engineering, but existing inference methods are often unable to account for outli…