We present a proof-generating decision procedure for the quantifier-free fragment of first-order logic with the relations =, !=, >=, and > and argue that this logic, augmented with a set of theory-specific rewriting rules, is adequate for bit-level accurate verification. We describe our decision procedure from an algorithmic point of view and explain how it is possible to efficiently generate Craig interpolants for this logic. Furthermore, we discuss the relevance of the logical fragmentin software model checking and provide a preliminary evaluation of its applicability using an interpolation-based program analyser.Citation: Kroening, D. & Weissenbacher, G. (2011) An interpolating decision procedure for transitive relations with uninterp...
The problem of computing Craig Interpolants has recently received a lot of interest. In this paper, ...
We present new concepts and techniques to generate interpolants from the proofs produced by SMT solv...
the date of receipt and acceptance should be inserted later Abstract Craig interpolation has become ...
We present a proof-generating decision procedure for the quantifier-free fragment of first-order log...
Craig interpolation is successfully used in both hardware and softwaremodel checking. Generating goo...
AbstractWe present a method of deriving Craig interpolants from proofs in the quantifier-free theory...
Abstract. We present a method of deriving Craig interpolants from proofs in the quantifier-free theo...
Craig interpolation is a standard method to construct and refine abstractions in model checking. To ...
This dissertation discusses novel techniques for interpolation-based software model checking, an app...
Interpolation is an important component of recent methods for program verification. It provides a na...
Abstract. Algorithms for computing Craig interpolants have several applications in program verificat...
We study interpolant extraction from local first-order refutations. We present a new theoretical per...
The problem of computing Craig Interpolants has recently received a lot of interest. In this paper, ...
Interpolation means finding intermediate formulae between given formulae. When formulae decorate pro...
The idea that the good model-theoretic and algorithmic properties of Modal Logics are due to the gua...
The problem of computing Craig Interpolants has recently received a lot of interest. In this paper, ...
We present new concepts and techniques to generate interpolants from the proofs produced by SMT solv...
the date of receipt and acceptance should be inserted later Abstract Craig interpolation has become ...
We present a proof-generating decision procedure for the quantifier-free fragment of first-order log...
Craig interpolation is successfully used in both hardware and softwaremodel checking. Generating goo...
AbstractWe present a method of deriving Craig interpolants from proofs in the quantifier-free theory...
Abstract. We present a method of deriving Craig interpolants from proofs in the quantifier-free theo...
Craig interpolation is a standard method to construct and refine abstractions in model checking. To ...
This dissertation discusses novel techniques for interpolation-based software model checking, an app...
Interpolation is an important component of recent methods for program verification. It provides a na...
Abstract. Algorithms for computing Craig interpolants have several applications in program verificat...
We study interpolant extraction from local first-order refutations. We present a new theoretical per...
The problem of computing Craig Interpolants has recently received a lot of interest. In this paper, ...
Interpolation means finding intermediate formulae between given formulae. When formulae decorate pro...
The idea that the good model-theoretic and algorithmic properties of Modal Logics are due to the gua...
The problem of computing Craig Interpolants has recently received a lot of interest. In this paper, ...
We present new concepts and techniques to generate interpolants from the proofs produced by SMT solv...
the date of receipt and acceptance should be inserted later Abstract Craig interpolation has become ...