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Accueil > Agenda > Colloques et rencontres > Archives > Agenda 2019 > ENTCOTP19

ENTCOTP19

IRMA, July 4-5th 2019

ENTCOTP19 : Eight or Nine Talks on Contemporary Optimal Transport Problems

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Image ENTCOTP 19

Defined by Monge and later by Kantorovich, the mass transportation problem aims at finding a transport plan from a source distribution to a target distribution so that it minimizes a global cost. Since this optimal transport plan is kind of a very specific multi-valued function, no wonder that Optimal Transport Theory has a number of applications in mathematics and in science !

During the two days we wish to bring together people working on these particular facets of Optimal Transport.


Organizers :
Nicolas Juillet (local organizer) ; Mathias Beiglböck (co-organizer) ; Jessica Maurer-Spoerk, Astrid Kollros (administration)

Speakers :
- Julio BACKHOFF VERAGUAS (Wien)
- Thierry CHAMPION (Toulon)
- Simone DI MARINO (Pisa)
- Nikita GLADKOV (Moskvá)
- Nathaël GOZLAN (Paris)
- Benjamin JOURDAIN (Champs-sur-Marne)
- Anna KAUSAMO (Jyväskylä)
- Victor KLEPTSYN (Rennes)
- Nizar TOUZI (Palaiseau)


Venue :
Salle de conférences, IRMA, University of Strasbourg.

For more details, see the official website.

PROGRAMME


4 juillet 2019

13h00

Nizar Touzi - Palaiseau

Continuous time Principal Agent and optimal planning

14h00

Victor Kleptsyn - Rennes

A counter-example to the Cantelli conjecture

15h30

Anna Kausamo - Jyväsklä

The Monge problem in multi-marginal optimal mass transportation

16h30

Nathaël Gozlan - Paris

Weak optimal transport and applications to Caffarelli contraction theorem


5 juillet 2019

08h30

Thierry Champion - Toulon

Optimal transport planning with a non linear cost

09h30

Nikita Gladkov - Moscou

Monge-Kantorovich problem for n-dimensional measures with fixed k-dimensional marginals

10h50

Marcel Nutz - New York

Fine Properties of the Optimal Skorokhod Embedding Problem

13h10

Benjamin Jourdain - Champs-sur-Marne

The inverse transform martingale coupling

14h10

Simone Di Marino - Pise

Seidl conjecture in Density Functional Theory : results and counterexamples

Dernière mise à jour le 7-06-2019