Guillaume Carlier

Carlier in [[Oberwolfach Research Institute for Mathematics|Oberwolfach]], 2024 Guillaume Carlier is a French mathematician. Most of his work lies in the field of calculus of variation and optimization. He is a professor of applied mathematics at Paris Dauphine University and a researcher at Mokaplan, a joint INRIA-CNRS-Université Paris-Dauphine team dedicated to research in the field of optimal transport. Provided by Wikipedia
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  1. 1
    An augmented Lagrangian approach to Wasserstein gradient flows and applications

    An augmented Lagrangian approach to Wasserstein gradient flows and applications by Benamou Jean-David, Carlier Guillaume, Laborde Maxime

    Published 2016-06-01
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  2. 2
    Vector quantile regression beyond the specified case

    Vector quantile regression beyond the specified case by Carlier, Guillaume, Chernozhukov, Victor V, Galichon, Alfred

    Published 2019
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  3. 3
    Vector quantile regression and optimal transport, from theory to numerics

    Vector quantile regression and optimal transport, from theory to numerics by Carlier, Guillaume, Chernozhukov, Victor, De Bie, Gwendoline, Galichon, Alfred

    Published 2021
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  4. 4
    Hexavalent chromium mobility in a high amorphous phase Chromite Ore Processing Residue (COPR) in the perspective of a chromium remediation treatment

    Hexavalent chromium mobility in a high amorphous phase Chromite Ore Processing Residue (COPR) in the perspective of a chromium remediation treatment by Sanchez-Hachair Arnaud, Henry Natacha, Bastien Valentin, Diakite Khadijetou, Carlier Guillaume, Lefebvre Gaëtan, Hébrard-Labit Céline, Hofmann Annette

    Published 2022-01-01
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