This paper proposes an algorithm that decides the Satisfiability of any conjunctive formula #PHI# with k clauses on n variables. The method checks whether the number of models of the negation of #PHI# is strictly lower than 2"n. This counting is computed by using the inclusion-exclusion principle. We propose an elementary counting algorithm in time O(2"kn) that is improved after using combinatorial arguments. (orig.)SIGLEAvailable from TIB Hannover: RN 7886(98) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische InformationsbibliothekDEGerman
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AbstractThe representation of the set of falsifying assignments of clauses via binary patterns has b...
AbstractThe SAT problem is one of the basic problems from complexity theory. When SAT is restricted ...
AbstractWe apply techniques from the theory of approximation algorithms to the problem of deciding w...
Finding subclasses of formulae for which the SAT problem can be solved in polynomial time has been a...
AbstractIn this paper we describe and analyse an algorithm for solving the satisfiability problem. I...
Abstract(k,s)-SAT is the propositional satisfiability problem restricted to instances where each cla...
We give a deterministic algorithm for testing satisfiability of formulas in conjunctive normal form ...
This paper reviews existing SAT algorithms and proposes a new algorithm that solves the SAT problem....
AbstractThis paper is concerned with an algorithm that provides short certificates of unsatisfiabili...
The satisfiability problem ( SAT ) is one of the important problems in the field of computer science...
We study an algorithm for the SAT problem which is based on the Davis & Putnam procedure. The ma...
AbstractWe present a way of calculating the number of models of propositional formulas represented b...
Introduction The k-SAT problem, a good introduction to which is in [7], is as follows: Assume that ...
Abstract. In this work we present and analyze a simple algorithm for finding satisfying assignments ...
Abstract. We introduce ApproxCount, an algorithm that approximates the number of satisfying assignme...
AbstractThe representation of the set of falsifying assignments of clauses via binary patterns has b...
AbstractThe SAT problem is one of the basic problems from complexity theory. When SAT is restricted ...
AbstractWe apply techniques from the theory of approximation algorithms to the problem of deciding w...