@@ -25,11 +25,18 @@ the Sliced Wasserstein Distance and GMM-restricted OT.
25
25
After my studies at [ Ecole Polytechnique] ( https://www.polytechnique.edu/ ) (cycle
26
26
ingénieur), I took the [ Masters in Mathematics, Vision and
27
27
Learning] ( https://www.master-mva.com/ ) ("MVA" in French), where I took [ Gabriel
28
- Peyré] ( http://www.gpeyre.com/ ) 's "Optimal Transport" course. Enthralled, I took
29
- a project on [ A Wasserstein distance between
28
+ Peyré] ( http://www.gpeyre.com/ ) 's "Optimal Transport" course (an important reason
29
+ was that I lived nearly). Enthralled, I took a project on [ A Wasserstein
30
+ distance between
30
31
GMMs] ( https://hal.archives-ouvertes.fr/hal-02178204v4/document ) . This led me to
31
32
an internship with Julie Delon and [ Rémi
32
33
Flamary] ( https://remi.flamary.com/index.fr.html ) on [ Generalised Wasserstein
33
34
Barycentres] ( https://arxiv.org/pdf/2105.09755.pdf ) . This internship finished in
34
35
September 2022, and I am now continuing this work and branching back to GMM-OT
35
- and Sliced Wasserstein during my PhD.
36
+ and Sliced Wasserstein during my PhD. I am also interested in barycentres of
37
+ measures, variants of Sliced Wasserstein, and Reproducing Kernel Hilbert Spaces.
38
+
39
+ Pour ma soutenance de thèse, j'ai préparé une [ introduction vulgarisée au
40
+ Transport Optimal en
41
+ Français] ( https://eloitanguy.github.io/assets/pdf/vulgarisation_ot.pdf ) , qui se
42
+ veut accessible au plus grand public.
0 commit comments