Add to ORKGIn this chapter we describe the theoretical concepts and results that form the basis of state-of-the-art automated theorem provers for first-order clause logic with equality. We mainly concentrate on refinements of paramodulation, such as the superposition calculus, that have yielded the most promising results to date in automated equational reasoning
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
The most efficient techniques that have been developed to date for equality handling in first-order ...
In this chapter we describe the theoretical concepts and results that form the basis of state-of-the...
In this paper we present a method for integrating equational reasoning into instantiation-based the...
AbstractVerification problems can often be encoded as first-order validity or satisfiability problem...
In this paper we present a method for integrating equational reasoning into instantiation-based theo...
In this paper we present a method for integrating equational reasoning into instantiation-based theo...
AbstractWe present a refutationally complete set of inference rules for first-order logic with equal...
International audienceVerification problems can often be encoded as first-order validity or satisfia...
International audienceVerification problems can often be encoded as first-order validity or satisfia...
AbstractThis paper describes a theorem proving procedure which combines the approach of Resolution w...
Automated state-of-the-art theorem provers are typically optimised for particular strategies, and th...
Automated state-of-the-art theorem provers are typically optimised for particular strategies, and th...
AbstractWe show how a well-known superposition-based inference system for first-order equational log...
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
The most efficient techniques that have been developed to date for equality handling in first-order ...
In this chapter we describe the theoretical concepts and results that form the basis of state-of-the...
In this paper we present a method for integrating equational reasoning into instantiation-based the...
AbstractVerification problems can often be encoded as first-order validity or satisfiability problem...
In this paper we present a method for integrating equational reasoning into instantiation-based theo...
In this paper we present a method for integrating equational reasoning into instantiation-based theo...
AbstractWe present a refutationally complete set of inference rules for first-order logic with equal...
International audienceVerification problems can often be encoded as first-order validity or satisfia...
International audienceVerification problems can often be encoded as first-order validity or satisfia...
AbstractThis paper describes a theorem proving procedure which combines the approach of Resolution w...
Automated state-of-the-art theorem provers are typically optimised for particular strategies, and th...
Automated state-of-the-art theorem provers are typically optimised for particular strategies, and th...
AbstractWe show how a well-known superposition-based inference system for first-order equational log...
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
International audienceAbduction can be defined as the process of inferring plausible explanations (o...
The most efficient techniques that have been developed to date for equality handling in first-order ...