activity
20242026
collaborators

5 papers

cs.LG2026

Discrete Flow Matching: Convergence Guarantees Under Minimal Assumptions

Le-Tuyet-Nhi Pham, Giovanni Conforti, Zhenjie Ren +1

Flow Matching has recently emerged as a popular class of generative models for simulating a target distribution from samples drawn from a source distribution . This fr…

math.PR2026

Convergence of Sinkhorn's Algorithm for Entropic Martingale Optimal Transport Problem

Fan Chen, Giovanni Conforti, Zhenjie Ren +1

In this paper, we study the Entropic Martingale Optimal Transport (EMOT) problem on \mathbb{R}. The investigation of the EMOT problem arises in the calibration problem of the Stoch…

math.AP2025

Propagation of weak log-concavity along generalised heat flows via Hamilton-Jacobi equations

Louis-Pierre Chaintron, Giovanni Conforti, Katharina Eichinger

A well-known consequence of the Pr{é}kopa-Leindler inequality is the preservation of logconcavity by the heat semigroup. Unfortunately, this property does not hold for more genera…

math.OC2025

Regularity and stability for the Gibbs conditioning principle on path space via McKean-Vlasov control

Louis-Pierre Chaintron, Giovanni Conforti

We consider a system of diffusion processes interacting through their empirical distribution. Assuming that the empirical average of a given observable can be observed at any time,…

math.FA2024

Gibbs principle with infinitely many constraints: optimality conditions and stability

Louis-Pierre Chaintron, Giovanni Conforti, Julien Reygner

We extend the Gibbs conditioning principle to an abstract setting combining infinitely many linear equality constraints and non-linear inequality constraints, which need not be con…