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Two Undecidability Results in Probabilistic Automata Theory

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Author(s)
Kilian, Joseph J.
Advisor(s)
Meyer, Albert R.
Date Issued
June 1985
Series/Report no.
MIT-LCS-TM-285
Abstract
The language accepted by a probabilistic finite state acceptor with an isolated cutpoint is known to be regular. We show that determining if a cutpoint is isolated is undecideable.
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