Abstract
We consider a class of games with continuum of players where equilibria can be obtained by the minimization of a certain functional related to optimal transport as emphasized in [7]. We then use the powerful entropic regularization technique to approximate the problem and solve it numerically in various cases. We also consider the extension to some models with several populations of players.
Keywords
Optimal transport; entropic regularization; Cournot-Nash equilibria;
Reference
Adrien Blanchet, Guillaume Carlier, and Luca Nenna, “Computation of Cournot-Nash equilibria by entropic regularization”, TSE Working Paper, n. 17-785, March 2017.
See also
Published in
TSE Working Paper, n. 17-785, March 2017