activity
20052023
most citedAn [imaginary time] Schrödinger approach to mean field games

33 citations · 122 across the 11 of their papers we have counts for

collaborators

13 papers

math.PR2023

Couplings and attractiveness for general exclusion processes

Thierry Gobron, Ellen Saada

Attractiveness is a fundamental tool to study interacting particle systems and the basic coupling construction is a usual route to prove this property, as for instance in the simpl…

physics.soc-ph2020★ 6 cited

Lax Connection and Conserved Quantities of Quadratic Mean Field Games

Thibault Bonnemain, Thierry Gobron, Denis Ullmo

Mean Field Game is a rather new field initially developed in applied mathematics and engineering in order to deal with the dynamics of a large number of controlled agents or object…

physics.soc-ph2020

Schrödinger approach to Mean Field Games with negative coordination

Thibault Bonnemain, Thierry Gobron, Denis Ullmo

Mean Field Games provide a powerful framework to analyze the dynamics of a large number of controlled agents in interaction. Here we consider such systems when the interactions bet…

physics.soc-ph2019★ 11 cited

Universal behavior in non stationary Mean Field Games

Thibault Bonnemain, Thierry Gobron, Denis Ullmo

Mean Field Games provide a powerful framework to analyze the dynamics of a large number of controlled objects in interaction. Though these models are much simpler than the underlyi…

physics.soc-ph2017

Quadratic Mean Field Games

Denis Ullmo, Igor Swiecicki, Thierry Gobron

Mean field games were introduced independently by J-M. Lasry and P-L. Lions, and by M. Huang, R.P. Malhamé and P. E. Caines, in order to bring a new approach to optimization proble…

physics.soc-ph2015★ 33 cited

An [imaginary time] Schrödinger approach to mean field games

Igor Swiecicki, Thierry Gobron, Denis Ullmo

Mean Field Games (MFG) provide a theoretical frame to model socio-economic systems. In this letter, we study a particular class of MFG which shows strong analogies with the {\em no…