(Enter summary)
Abstract: This paper describes a probabilistic method for verifying
the equivalence of two multiple-valued functions. Each
function is hashed to an integer code by transforming it to a
integer-valued polynomial and the equivalence of two polynomials
is checked probabilistically. The hash codes for two
equivalent functions are always the same. Thus, the equivalence
of two functions can be verified with a known probability
of error, arising from collisions between inequivalent
functions. Such a... (Update)
Context of citations to this paper: More
...test for Parity OBDDs [8] to the multiple valued case. Our extension employs the concept of multiple valued signatures introduced in [9] for identifying the equivalence of two multiple valued functions probabilistically. In the Boolean case, Parity OBDDs are a special case of...
...of the long simulation runs, this simulation based verification has very low coverage. In contrast, the probabilistic verification method [13, 14] is very efficient allowing a much larger coverage. 4. Novelty The novelty of the project is in combining different verification...
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BibTeX entry: (Update)
E. Dubrova, H. Sack, Probabilistic verification of multiple-valued functions, Tech. Report 99-23, University of Trier, FB IV-Informatik, Nov. 1999. http://citeseer.ist.psu.edu/article/dubrova99probabilistic.html More
@inproceedings{ dubrova00probabilistic,
author = "Elena Dubrova and Harald Sack",
title = "Probabilistic Verification of Multiple-Valued Functions",
booktitle = "{ISMVL}",
pages = "460-466",
year = "2000",
url = "citeseer.ist.psu.edu/article/dubrova99probabilistic.html" }
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Graph-based algorithm for Boolean function manipulation
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