Simone Cacace, Fabio Camilli, Claudio Marchi
Published 2015-07-14Version 1
We propose a numerical method for stationary Mean Field Games defined on a network. In this framework a correct approximation of the transition conditions at the vertices plays a crucial role. We prove existence, uniqueness and convergence of the scheme and we also propose a least squares method for the solution of the discrete system. Numerical experiments are carried out.
Post-processing and improved error estimates of numerical methods for evolutionary systems
Modeling Elasstic Shells Immersed in Fluid
Numerical Method for a Class of Algebraic Riccati Equations
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