activity
20182022
most citedAsymptotic properties of the maximum likelihood and cross validation estimators for transformed Gaussian processes

9 citations · 14 across the 7 of their papers we have counts for

collaborators

11 papers

stat.ML20222 cited

Gaussian Processes on Distributions based on Regularized Optimal Transport

François Bachoc, Louis Béthune, Alberto Gonzalez-Sanz +1

We present a novel kernel over the space of probability measures based on the dual formulation of optimal regularized transport. We propose an Hilbertian embedding of the space of…

cs.LG2022

Regret Analysis of Dyadic Search

François Bachoc, Tommaso Cesari, Roberto Colomboni +1

We analyze the cumulative regret of the Dyadic Search algorithm of Bachoc et al. [2022].

math.OC20222 cited

A Near-Optimal Algorithm for Univariate Zeroth-Order Budget Convex Optimization

François Bachoc, Tommaso Cesari, Roberto Colomboni +1

This paper studies a natural generalization of the problem of minimizing a univariate convex function by querying its values sequentially. At each time-step , the optimizer…

math.ST2022

Multivariate Gaussian Random Fields over Generalized Product Spaces involving the Hypertorus

François Bachoc, Ana Peron, Emilio Porcu

The paper deals with multivariate Gaussian random fields defined over generalized product spaces that involve the hypertorus. The assumption of Gaussianity implies the finite dimen…

math.ST20201 cited

Asymptotically Equivalent Prediction in Multivariate Geostatistics

François Bachoc, Emilio Porcu, Moreno Bevilacqua +2

Cokriging is the common method of spatial interpolation (best linear unbiased prediction) in multivariate geostatistics. While best linear prediction has been well understood in un…

math.ST2020

Gaussian linear approximation for the estimation of the Shapley effects

Baptiste Broto, François Bachoc, Marine Depecker +1

In this paper, we address the estimation of the sensitivity indices called "Shapley eects". These sensitivity indices enable to handle dependent input variables. The Shapley eects…