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Springer Higher-Order Computability Theory and Applications

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Description

Explore the advanced principles of mathematical logic and computer science with Higher-Order Computability by Springer. This book provides a self-contained exposition of computability theory within a higher-order context. It examines environments where computable operations serve as arguments to other computable operations, a concept that has evolved significantly since the foundational work of Kleene and Kreisel in the 1950s. This text is designed for those studying the intersection of mathematical logic and computer science. It covers how higher-order computability helps clarify the constructive content of logical systems and aids in investigating the expressive power of various systems. Whether you are researching the origins of the field or its modern expansions, this work offers a comprehensive look at how these mathematical ideas influence contemporary computational theory.

Key Features

Provides a self-contained exposition of higher-order computability theory for students and researchers.

Covers the fundamental concept of passing computable operations as arguments to other operations.

Traces the historical development of the subject from the work of Kleene and Kreisel in the 1950s.

Explains how these ideas clarify the constructive content found within different logical systems.

Assists in the investigation of the expressive power of various computational frameworks.

Integrates perspectives from both mathematical logic and computer science disciplines.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
23 August 2016
Listed Since
21 May 2016

Barcode

No barcode data available

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