WG4

Working Group 4: Stochastic Methods in Game Theory

Chair: Miklos Pinter (University of Pécs and Corvinus University of Budapest)

Vice Chair: Eilon Solan (Tel-Aviv University)

Main Aim: 

Develop the foundations for a new theory of games played in continuous time. Develop a theory for dynamic network congestion games with uncertainty. Develop numerical algorithms for such games. Identify favourable instances of stochastic games admitting polynomial-time algorithms.

Tasks:

  1.  Develop a mathematical theory for continuous-time games with partial monitoring.
  2. Develop a theory for dynamic network congestion games with uncertainty.
  3. Computational framework for identifying sets of equilibrium payoffs.
  4. Identification of favourable stochastic games admitting efficient algorithmic solvers.