We prove several results related to local proofs, interpolation and superposition calculus and discuss their use in predicate abstraction and invariant generation. Our proofs and results suggest that symbol-eliminating inferences may be an interesting alternative to interpolation
We define abstract derivations for equational logic and use them to prove the interpolation property...
Interpolation is a deductive technique applied in program analysis and verification: for example, it...
Since Craig's landmark result on interpolation for classical predicate logic, proved as the main tec...
Abstract. It has recently been shown that proofs in which some symbols are colored (e.g. local or sp...
Given two inconsistent formulae, a (reverse) interpolant is a formula implied by one, inconsistent w...
Given two inconsistent formul\u27, a (reverse) interpolant is a formula implied by one, inconsistent...
In this paper we study possibilities of interpolation and symbol eliminationin extensions of a theor...
Interpolants are used in program analysis, verification and synthesis, to compute over-approximation...
In this paper we study interpolation in local extensions of a base theory. Weidentify situations in ...
We study interpolant extraction from local first-order refutations. We present a new theoretical per...
In previous work by Baaz and Iemhoff, a Gentzen calculus for intuitionistic logic with existence pre...
AbstractWe analyse the structure of propositional proofs in the sequent calculus focusing on the wel...
Abstract. We present a method of deriving Craig interpolants from proofs in the quantifier-free theo...
AbstractWe present a method of deriving Craig interpolants from proofs in the quantifier-free theory...
Interpolation is an important component of recent methods for program verification. It provides a n...
We define abstract derivations for equational logic and use them to prove the interpolation property...
Interpolation is a deductive technique applied in program analysis and verification: for example, it...
Since Craig's landmark result on interpolation for classical predicate logic, proved as the main tec...
Abstract. It has recently been shown that proofs in which some symbols are colored (e.g. local or sp...
Given two inconsistent formulae, a (reverse) interpolant is a formula implied by one, inconsistent w...
Given two inconsistent formul\u27, a (reverse) interpolant is a formula implied by one, inconsistent...
In this paper we study possibilities of interpolation and symbol eliminationin extensions of a theor...
Interpolants are used in program analysis, verification and synthesis, to compute over-approximation...
In this paper we study interpolation in local extensions of a base theory. Weidentify situations in ...
We study interpolant extraction from local first-order refutations. We present a new theoretical per...
In previous work by Baaz and Iemhoff, a Gentzen calculus for intuitionistic logic with existence pre...
AbstractWe analyse the structure of propositional proofs in the sequent calculus focusing on the wel...
Abstract. We present a method of deriving Craig interpolants from proofs in the quantifier-free theo...
AbstractWe present a method of deriving Craig interpolants from proofs in the quantifier-free theory...
Interpolation is an important component of recent methods for program verification. It provides a n...
We define abstract derivations for equational logic and use them to prove the interpolation property...
Interpolation is a deductive technique applied in program analysis and verification: for example, it...
Since Craig's landmark result on interpolation for classical predicate logic, proved as the main tec...
DOI
Add to ORKG