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Nina Vesseron

4 accepted papers

2026

On the Wasserstein Geodesic Principal Component Analysis of probability measures

ICLR 2026oral

This paper focuses on Geodesic Principal Component Analysis (GPCA) on a collection of probability distributions using the Otto-Wasserstein geometry. The goal is to identify geodesic curves in the space of probability measures that best capture the modes of variation of the underlying dataset. We fir…

Cited by 5SourceScholar
2025

Sample and Map from a Single Convex Potential: Generation using Conjugate Moment Measures

NeurIPS 2025poster

The canonical approach in generative modeling is to split model fitting into two blocks: define first how to sample noise (e.g. Gaussian) and choose next what to do with it (e.g. using a single map or flows). We explore in this work an alternative route that ties sampling and mapping. We find inspir…

Cited by 0SourceScholar
2021

Deep Neural Networks Are Congestion Games: From Loss Landscape to Wardrop Equilibrium and Beyond

AISTATS 2021poster

The theoretical analysis of deep neural networks (DNN) is arguably among the most challenging research directions in machine learning (ML) right now, as it requires from scientists to lay novel statistical learning foundations to explain their behaviour in practice. While some success has been achie…

Cited by 4SourcePDFScholar