Relational Markov Games
Alberto Finzi and Thomas Lukasiewicz
Towards a compact and elaboration-tolerant first-order representation of Markov games, we introduce relational Markov games, which combine standard Markov games with first-order action descriptions in a stochastic variant of the situation calculus. We focus on the zero-sum two-agent case, where we have two agents with diametrically opposed goals. We also present a symbolic value iteration algorithm for computing Nash policy pairs in this framework.