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Keywords
(6)
Belief Revision
Binary Decision Diagram
non-monotonic reasoning
Normal Form
Satisfiability
Quantified Boolean Formula
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Representation and Evaluation of QBFs in Prenex-NNF
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Representation and Evaluation of QBFs in Prenex-NNF
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Mohammad GhasemZadeh
,
Volker Klotz
,
Christoph Meinel
Theoretical and practical investigations have shown that some forms of reasoning such as belief revision, non- monotonic reasoning, reasoning about knowledge, and STRIPS-like planning can be formulated by quantified Boolean formulas (QBFs) and can be solved as instances of quantified
satisfiability
problem (QSAT). Almost all existing QSAT solvers only accept QBFs represented in prenex-CNF. Formulating problems into QBFs usually does not yield prenex-CNF. Therefore, they are required to transform the obtained formula into prenex-CNF before launching it to a QSAT solver. This task usually cannot be done efficiently. In this paper we show how Zero-Suppressed Binary De- cision Diagram (abbreviated by ZBDD or ZDD) can be used to represent QBFs given in prenex-NNF and evaluate them efficiently. Transforming any QBF into its equivalent in prenex-NNF usually can be done efficiently.
Published in 2004.
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References
(18)
The Theory of Zero-Suppressed BDDs and the Number of Knight's Tours
(
Citations: 14
)
Olaf Schröer
,
Ingo Wegener
Journal:
Formal Methods in System Design - FMSD
, vol. 13, no. 3, pp. 235-253, 1998
ZBDD-Based Backtrack Search SAT Solver
(
Citations: 16
)
Fadi A. Aloul
,
Maher N. Mneimneh
,
Karem A. Sakallah
Conference:
International Workshop on Logic & Synthesis - IWLS
, pp. 131-136, 2002
An Algorithm to Evaluate Quantified Boolean Formulae and Its Experimental Evaluation
(
Citations: 94
)
Marco Cadoli
,
Marco Schaerf
,
Andrea Giovanardi
,
Massimo Giovanardi
Journal:
Journal of Automated Reasoning - JAR
, vol. 28, no. 2, pp. 101-142, 2002
Multi-resolution on compressed sets of clauses
(
Citations: 47
)
Philippe Chatalic
,
Laurent Simon
Journal:
IEEE Transactions on Applications and Industry
, pp. 2-10, 2000
A Machine Program for Theorem Proving
(
Citations: 1542
)
Martin Davis
,
George W. Logemann
,
Donald W. Loveland
Journal:
Communications of The ACM - CACM
, vol. 5, no. 7, pp. 394-397, 1962