Calculus of Variations and Geometric Measure Theory
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M. Bardi

On differential games with long-time-average cost

created by bardi on 06 Sep 2007
modified on 15 Dec 2009

[BibTeX]

Published Paper

Inserted: 6 sep 2007
Last Updated: 15 dec 2009

Journal: Ann. Internat. Soc. Dynam. Games
Volume: 10
Pages: 3-18
Year: 2009
Notes:

" Advances in Dynamic games and their Applications", P. Bernhard, V. Gaitsgory, O. Pourtallier editors


Abstract:

The paper deals with the ergodicity of deterministic zero-sum differential games with long-time-average cost. Some new sufficient conditions are given, as well as a class of games that are not ergodic. In particular, we settle the issue of ergodicity for the simple games whose associated Isaacs equation is a convex-concave eikonal equation.

Keywords: Hamilton-Jacobi-Isaacs equations, Ergodic control, differential games


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