Non zero-sum stopping games of symmetric Markov processes
A non zero-sum stopping game of a symmetric Markov process is investigated. A system of quasi-variational inequalities (QVI) is introduced in terms of Dirichlet forms and the existence of extremal solutions of the system of QVI is discussed. Nash equilibrium points of the stopping game are obtained from solutions of the system of QVI.
scientific article; zbMATH DE number 3984255
scientific article