Abstract:We introduce good-for-games ω-pushdown automata (ω-GFG-PDA). These are automata whose nondeterminism can be resolved based on the run constructed thus far. Good-forgameness enables automata to be composed with games, trees, and other automata, applications which otherwise require deterministic automata. Our main results show that ω-GFG-PDA are more expressive than deterministic ω-pushdown automata and that solving infinite games with winning conditions specified by ω-GFG-PDA is EXPTIME-complete, i.e., we have … Show more
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