Superposition-based Decision Procedures for Minimal Models

Name: Superposition-based Decision Procedures for Minimal Models
Brand: Sudwestdeutscher Verlag Fur Hochschulschriften AG
SKU: 9783838128023
Price: 82.28 EUR
Availability: InStock

Автор: Matthias Horbach

Език:

Корици: С меки корици

Издател: Sudwestdeutscher Verlag Fur Hochschulschriften AG

Наличност: Външен склад

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Superposition is an established decision procedure for various first-order logic theories represente...

Информация за книгата

Автор

Matthias Horbach

Език

Английски език

Корици

Книга - С меки корици

Издадена

2011

страници

216

EAN

9783838128023

ISBN

3838128028

Enbook ID

06962255

Издател

Sudwestdeutscher Verlag Fur Hochschulschriften AG

Теглоt

322

Размери

152 x 229 x 12

Пълно описание

Superposition is an established decision procedure for various first-order logic theories represented by clause sets. A satisfiable theory, saturated by superposition, implicitly defines a minimal Herbrand model. This raises the question in how far superposition can be employed for reasoning about such models. This is indeed often possible when existential properties are considered. However, proving universal properties directly leads to the introduction of Skolem functions and a modification of the minimal model's term-generated domain, changing the examined problem. The author Matthias Horbach describes the first superposition calculus that can explicitly represent existentially quantified variables and that in consequence can compute with respect to a given fixed domain. It does not eliminate existential variables by Skolemization but handles them using additional constraints with which each clause is annotated. The calculus is sound and refutationally complete in the limit for a fixed domain semantics. For special classes of theories, it is even complete for proving properties of the minimal model. It thus gives rise to various decision procedures for minimal model validity.

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Superposition-based Decision Procedures for Minimal Models

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