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Cambridge University Press Recursion-Theoretic Hierarchies: Perspectives in Logic Vol. 9

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Description

Recursion-Theoretic Hierarchies represents the ninth volume in the prestigious Perspectives in Logic series from Cambridge University Press, bringing together two major currents of mathematical research: descriptive set theory and recursion theory. This seminal work explores fundamental notions of definability and provides a comprehensive classification system for mathematical objects based on their theoretical properties. Originally difficult to obtain, this edition restores access to essential research that has shaped modern logic and computability theory. Designed for advanced mathematics students and professional logicians, the volume synthesises decades of development in recursive hierarchies and their applications across mathematical logic, set theory, and theoretical computer science.

Key Features

Part of the Perspectives in Logic series from Cambridge University Press, a collection recognised for publishing major contributions to mathematical logic.

Combines descriptive set theory and recursion theory to establish unified frameworks for understanding definability across mathematical structures.

Provides systematic classification of mathematical objects according to their recursive and definable properties.

Addresses foundational questions in computability and mathematical logic relevant to higher education and professional research.

Now back in print after years of unavailability, making this influential text accessible to contemporary scholars and students.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
02 March 2017
Listed Since
24 August 2016

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