activity
20132019
most citedOne-dimensional, forward-forward mean-field games with congestion

2 citations · 2 across the 4 of their papers we have counts for

collaborators

9 papers

math.AP2019

On a model of axisymmetric flows in a free boundary domain

Marc Sedjro

We consider a model of axisymmetric flows for a free boundary vortex embedded in a statically stable fluid at rest. We identify the boundary of the vortex by solving a variational…

math.AP2017

Conservation laws arising in the study of forward-forward Mean-Field Games

Diogo Gomes, Levon Nurbekyan, Marc Sedjro

We consider forward-forward Mean Field Game (MFG) models that arise in numerical approximations of stationary MFGs. First, we establish a link between these models and a class of h…

math.AP2017★ 2 cited

One-dimensional, forward-forward mean-field games with congestion

Diogo Gomes, Marc Sedjro

Here, we consider one-dimensional forward-forward mean-field games (MFGs) with congestion, which were introduced to approximate stationary MFGs. We use methods from the theory of c…

math.AP2017

On the uniqueness of minimizers for a class of variational problems with Polyconvex integrand

Romeo Awi, Marc Sedjro

We prove existence and uniqueness of minimizers for a family of energy functionals that arises in Elasticity and involves polyconvex integrands over a certain subset of displacemen…

math.AP2016

One-dimensional forward-forward mean-field games

Diogo Gomes, Levon Nurbekyan, Marc Sedjro

While the general theory for the terminal-initial value problem for mean-field games (MFGs) has achieved a substantial progress, the corresponding forward-forward problem is still…

math.MG2014

Characterization of the tangent space of monotone transport plans in with prescribed first projection

Marc Sedjro, Michael Westdickenberg

We provide a complete description of the tangent space of the cone of monotone plans in with prescribed first projection. We show that elements of this tangent space…