AbstractIn this paper we investigate automated theorem proving systems represented as finite classes of resolution proof systems. We call such classes resolution approximations. For many first-order logics, theorem proving based on such representation offers a substantial saving of computer time. We show that minimal resolution approximation of finitely-valued first-order logics can be effectively constructed
We present several classes of non-classical logics (many of which are practically relevant in knowle...
We present a way of transforming a resolution proof containing Skolemization into a natural deductio...
In this paper we present a theoretical basis justifying the incorporation of decidability results fo...
AbstractIn this paper we investigate automated theorem proving systems represented as finite classes...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
This paper is an overview of a variety of results, all centered around a common theme, namely embedd...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
This paper is an overview of a variety of results, all centered around a common theme, namely embedd...
Abstract. Interactive theorem provers can model complex systems, but require much effort to prove th...
This paper is an overview of a variety of results, all centered around a common theme, namely embed...
AbstractA general approach to automated theorem proving for all first-order finite-valued logics tha...
Interactive theorem provers can model complex systems, but require much e#ort to prove theorems. Re...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
In this paper we propose a resolution proof framework on the basis of which automated proof systems ...
We present several classes of non-classical logics (many of which are practically relevant in knowle...
We present several classes of non-classical logics (many of which are practically relevant in knowle...
We present a way of transforming a resolution proof containing Skolemization into a natural deductio...
In this paper we present a theoretical basis justifying the incorporation of decidability results fo...
AbstractIn this paper we investigate automated theorem proving systems represented as finite classes...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
This paper is an overview of a variety of results, all centered around a common theme, namely embedd...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
This paper is an overview of a variety of results, all centered around a common theme, namely embedd...
Abstract. Interactive theorem provers can model complex systems, but require much effort to prove th...
This paper is an overview of a variety of results, all centered around a common theme, namely embed...
AbstractA general approach to automated theorem proving for all first-order finite-valued logics tha...
Interactive theorem provers can model complex systems, but require much e#ort to prove theorems. Re...
We review the fundamental resolution-based methods for first-order theorem proving and present them ...
In this paper we propose a resolution proof framework on the basis of which automated proof systems ...
We present several classes of non-classical logics (many of which are practically relevant in knowle...
We present several classes of non-classical logics (many of which are practically relevant in knowle...
We present a way of transforming a resolution proof containing Skolemization into a natural deductio...
In this paper we present a theoretical basis justifying the incorporation of decidability results fo...
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