This paper establishes unique solvability of a class of Graphon Mean Field
Game equations. The special case of a constant graphon yields the result for
the Mean Field Game equations.Comment: 24 page

Caines, Peter E.

HO, Daniel

Huang, Minyi

Jian, Jiamin

Song, Qingshuo

English

arXiv

This paper establishes unique solvability of a class of Graphon Mean Field Game equations. The special case of a constant graphon yields the result for the Mean Field Game equations

Peter E. Caines

Daniel Ho

Minyi Huang

Jiamin Jian

Qingshuo Song

EDP Sciences OAI-PMH repository (1.2.0)

On the Graphon Mean Field Game equations: Individual agent affine dynamics and mean field dependent performance functions

On the Graphon Mean Field Game Equations: Individual Agent Affine
  Dynamics and Mean Field Dependent Performance Functions

On the Graphon Mean Field Game Equations: Individual Agent Affine Dynamics and Mean Field Dependent Performance Functions

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EDP Sciences OAI-PMH repository (1.2.0)