We report results about the redundancy of formulae in 2CNF form. In particular, we give a slight improvement over the trivial redundancy algorithm and give some complexity results about some problems related to finding Irredundant Equivalent Subsets (i.e.s.) of 2CNF formulae. The problems of checking whether a 2CNF formula has a unique i.e.s. and checking whether a clause in is all its i.e.s.'s are polynomial. Checking whether a 2CNF formula has an i.e.s. of a given size and checking whether a clause is in some i.e.s.'s of a 2CNF formula are polynomial or NP-complete depending on whether the formula is cyclic. Some results about Horn formulae are also reported. © 2007 Elsevier B.V. All rights reserved
Selman and Kautz proposed a method, called Horn approximation, for speeding up inference in proposit...
We investigate propagation complete (PC) CNF formulas for a symmetric definite Horn function of $n$ ...
AbstractThe scope of certain well-studied polynomial-time solvable classes of Satisfiability is inve...
AbstractWe report results about the redundancy of formulae in 2CNF form. In particular, we give a sl...
A knowledge base is redundant if it contains parts that can be inferred from the rest of it. We stud...
Results about the redundancy of certain versions of circumscription and default logic are presented....
AbstractResults about the redundancy of certain versions of circumscription and default logic are pr...
One of the main results in Theory of Computation courses is the proof that propositional satisfiabil...
International audienceHandling redundancy in propositional reasoning and search is an active path of...
AbstractYamasaki and Doshita (1983) have defined an extension of the class of propositional Horn for...
AbstractIn this paper the class of mixed Horn formulas is introduced that contain a Horn part and a ...
AbstractSelman and Kautz proposed a method, called Horn approximation, for speeding up inference in ...
We make use of the algebraic theory that has been used to study the complexity of constraint satisf...
Gopalan et al. studied in ICALP06 [17] connectivity properties of the solution-space of Boolean form...
A propositional formula in Conjunctive Normal Form (CNF) may contain redundant clauses | clauses who...
Selman and Kautz proposed a method, called Horn approximation, for speeding up inference in proposit...
We investigate propagation complete (PC) CNF formulas for a symmetric definite Horn function of $n$ ...
AbstractThe scope of certain well-studied polynomial-time solvable classes of Satisfiability is inve...
AbstractWe report results about the redundancy of formulae in 2CNF form. In particular, we give a sl...
A knowledge base is redundant if it contains parts that can be inferred from the rest of it. We stud...
Results about the redundancy of certain versions of circumscription and default logic are presented....
AbstractResults about the redundancy of certain versions of circumscription and default logic are pr...
One of the main results in Theory of Computation courses is the proof that propositional satisfiabil...
International audienceHandling redundancy in propositional reasoning and search is an active path of...
AbstractYamasaki and Doshita (1983) have defined an extension of the class of propositional Horn for...
AbstractIn this paper the class of mixed Horn formulas is introduced that contain a Horn part and a ...
AbstractSelman and Kautz proposed a method, called Horn approximation, for speeding up inference in ...
We make use of the algebraic theory that has been used to study the complexity of constraint satisf...
Gopalan et al. studied in ICALP06 [17] connectivity properties of the solution-space of Boolean form...
A propositional formula in Conjunctive Normal Form (CNF) may contain redundant clauses | clauses who...
Selman and Kautz proposed a method, called Horn approximation, for speeding up inference in proposit...
We investigate propagation complete (PC) CNF formulas for a symmetric definite Horn function of $n$ ...
AbstractThe scope of certain well-studied polynomial-time solvable classes of Satisfiability is inve...