Skolemization is a means to eliminate existential quantifiers within predicate logic sentences and that by replacing existentially quantified variables with Skolem function applications. The arguments of these Skolem functions are variables which are quantified outside the sub-formula under consideration. In this paper a Skolemization technique is introduced which abstracts from some of the arguments of the Skolem functions. It shows that the Skolemization result obtained this way is usually more general than what can be achieved from standard (classical) Skolemization. This can be of quite some importance since such generalizations often lead to a reduction of both search space and proof length
Elimination of a single Skolem function in pure logic increases the length of proofs only linearly. ...
First-order logics allows one to quantify over all elements of the universe. However, it is often mo...
Skolemization is not an equivalence preserving transformation. For the purposes of refutational theo...
Skolemization is a means to eliminate existential quantifiers within predicate logic sentences by r...
AbstractIn this paper an alternative Skolemization method is introduced that, for a large class of f...
International audienceWhen presented with a formula to prove, most theorem provers for classical fir...
An alternative Skolemization method, which removes strong quantifiers from formulas, is presented tha...
The usual Skolemization procedure, which removes strong quantifiers by introducing new function symb...
Skolemization is an important ingredient of automated reasoning methods in (fragments of) first-orde...
AbstractAn algorithm is presented which, for an arbitrary literal d containing Skolem functions, out...
AbstractThis paper is a sequel to the papers Baaz and Iemhoff (2006, 2009) [4,6] in which an alterna...
In this paper an alternative Skolemization method is introduced that for a large class of formulas i...
Skolemization and Herbrand theorems are obtained for first-order logics based on algebras with a com...
Educação Superior::Ciências Exatas e da Terra::MatemáticaThe process of removing all the existential...
This paper is a sequel to the papers [4,6] in which an alternative skolemization method called ekole...
Elimination of a single Skolem function in pure logic increases the length of proofs only linearly. ...
First-order logics allows one to quantify over all elements of the universe. However, it is often mo...
Skolemization is not an equivalence preserving transformation. For the purposes of refutational theo...
Skolemization is a means to eliminate existential quantifiers within predicate logic sentences by r...
AbstractIn this paper an alternative Skolemization method is introduced that, for a large class of f...
International audienceWhen presented with a formula to prove, most theorem provers for classical fir...
An alternative Skolemization method, which removes strong quantifiers from formulas, is presented tha...
The usual Skolemization procedure, which removes strong quantifiers by introducing new function symb...
Skolemization is an important ingredient of automated reasoning methods in (fragments of) first-orde...
AbstractAn algorithm is presented which, for an arbitrary literal d containing Skolem functions, out...
AbstractThis paper is a sequel to the papers Baaz and Iemhoff (2006, 2009) [4,6] in which an alterna...
In this paper an alternative Skolemization method is introduced that for a large class of formulas i...
Skolemization and Herbrand theorems are obtained for first-order logics based on algebras with a com...
Educação Superior::Ciências Exatas e da Terra::MatemáticaThe process of removing all the existential...
This paper is a sequel to the papers [4,6] in which an alternative skolemization method called ekole...
Elimination of a single Skolem function in pure logic increases the length of proofs only linearly. ...
First-order logics allows one to quantify over all elements of the universe. However, it is often mo...
Skolemization is not an equivalence preserving transformation. For the purposes of refutational theo...