(Enter summary)
Abstract: : Functions that map boolean vectors into the integers
are important for the design and verification of arithmetic
circuits. MTBDDs and BMDs have been proposed for
representing this class of functions. We discuss the relationship
between these methods and describe a generalization
called hybrid decision diagrams which is often much more
concise. We show how to implement arithemetic operations
efficiently for hybrid decision diagrams. In practice, this is
one of the main limitations of BMDs... (Update)
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BibTeX entry: (Update)
E.M. Clarke, M. Fujita, and X. Zhao. Hybrid decision diagrams - overcoming the limitations of MTBDDs and BMDs. In Int'l Conf. on CAD, pages 159--163, 1995. http://citeseer.ist.psu.edu/clarke95hybrid.html More
@techreport{ clarke95hybrid,
author = "Edmund Clarke and Masahiro Fujita and Xudong Zhao",
title = "Hybrid Decision Diagrams: Overcoming the Limitations of {MTBDD}s and {BMD}s",
number = "CS-95-159",
pages = "21",
year = "1995",
url = "citeseer.ist.psu.edu/clarke95hybrid.html" }
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87
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82
Efficient representation and manipulation of switching funct.. (context) - Drechsler, Sarabi et al. - 1994
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Application of boolean algebra to switching circuit design a.. (context) - Muller - 1954
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Introcution to matrix analysis (context) - Bellman - 1970
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