Robert G. Farrell, Catalina M. Danis, et al.
RecSys 2012
The problem of complementing Büchi automata arises when developing decision procedures for temporal logics of programs. Unfortunately, previously known constructions for complementing Büchi automata involve a doubly exponential blow-up in the size of the automaton. We present a construction that involves only an exponential blow-up. We use this construction to prove a polynomial space upper bound for the propositional temporal logic of regular events and to prove a complexity hierarchy result for quantified propositional temporal logic. © 1987.
Robert G. Farrell, Catalina M. Danis, et al.
RecSys 2012
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Proceedings of SPIE - The International Society for Optical Engineering
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