Regularity of Mean Field Games - An introduction

Aluno(a): 

  • Daniel Carletti

Data: 

18/08/2020 - 15:00

Local: 

Via Zoom

Resumo: 

Mean Field Games, introduced in a differential perspective by Lions and Lasry, comes from the modelling of situations dealing with a great number of agents, considered as a continuum. To study regularity of functions, is to observe properties of integrability and differentiability. This dissertation focuses on an introduction of the necessary ingredients from the partial differential equations theory, the analysis of some estimates of the solutions of these equations and concludes with results on regularity for the mean field games solutions.

*Texto enviado pelo aluno. 

Membros da banca: 

  • Yuri Fahham Saporito (orientador) - FGV EMAp
  • Maria Soledad Aronna - FGV EMAp
  • Roberto Machado Velho - UFRGS