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We give a method of constructing an interpolant for linear equality, and inequality constraints over the rational numbers. Our method is based on efficient ...
The interpolant is constructed in such a way that it reflects the structure of the rewrite proof. 1 Introduction. Given two logical formulas A and B, a formula ...
PDF | We give a method of constructing an interpolant for linear equality, and inequality constraints over the rational numbers. Our method is based on.
Abstract. We give a method of constructing an interpolant for linear equality, and inequality constraints over the rational numbers.
In this paper, we show that, with a minor extension to the theory of arrays, it is possible to obtain quantifier-free interpolants. We prove this by designing ...
A simple rewrite proof of the equational interpolation theorem. Theorem 1 ([1]) Γ |= l = r =⇒∃I Γ |= I & I |= l = r, with Σ(I) ⊆ Σ(Γ) ∩ Σ(l = r). Example ...
This paper shows that, with a minor extension to the theory of arrays, it is possible to obtain quantifier-free interpolants, and proves this by designing ...
Rewriting Interpolants - Abstract. We give a method of constructing an interpolant for linear equality, and inequality constraints over the rational numbers ...
In this paper, we show that, with a minor extension to the theory of arrays, it is possible to obtain quantifier-free interpolants. We prove this by designing ...
In this paper, we show that, with a minor extension to the theory of arrays, it is possible to obtain quantifier-free interpolants. We prove this by designing ...