(Enter summary)
Abstract: For every
nite model M and property ', there exists a
number CT (the Completeness Threshold) such that if there is no counterexample
to ' in M of length CT or less, then M j= '. Finding this
number, if it is suciently small, oers a practical method for making
Bounded Model Checking complete. We describe how to compute an
over-approximation to CT for a general LTL property using Buchi automaton,
following the Vardi-Wolper LTL model checking framework. (Update)
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4.0: Unknown -
(Correct)
BibTeX entry: (Update)
Ed Clarke, Daniel Kroening, Joel Ouaknine, and Ofer Strichman. Completeness and complexity of bounded model checking. 2004. To appear. http://citeseer.ist.psu.edu/clarke04completeness.html More
@misc{ clarke04completeness,
author = "E. Clarke and D. Kroening and J. el and O. Ofer",
title = "Completeness and complexity of bounded model checking",
text = "Ed Clarke, Daniel Kroening, Joel Ouaknine, and Ofer Strichman. Completeness
and complexity of bounded model checking. 2004. To appear.",
year = "2004",
url = "citeseer.ist.psu.edu/clarke04completeness.html" }
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Another Look at LTL Model Checking - Clarke, Grumberg, Hamaguchi (1994)
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