Tight Bounds for Complementing Parity Automata

Published 4 Jun 2014 in cs.FL | (1406.1090v1)

Abstract: We follow a connection between tight determinisation and complementation and establish a complementation procedure from parity automata to nondeterministic B\"uchi automata and prove it to be tight up to an $O(n)$ factor, where $n$ is the size of the nondeterministic parity automaton. This factor does not depend on the number of priorities.

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