£79.58

Princeton University Press A Hierarchy of Turing Degrees - Princeton University Press

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Description

Explore the advanced landscape of mathematical logic with A Hierarchy of Turing Degrees. Published by Princeton University Press as part of the Annals of Mathematics Studies series, this text provides a deep look into computability theory, a field that is gaining importance across computer science and mathematics. Authors Rod Downey and Noam Greenberg present a new hierarchy designed to classify the combinatorics of constructions across several key areas. This work connects diverse mathematical subfields, offering a way to organize concepts within algorithmic randomness, Turing degrees, effectively closed sets, and effective structure theory. Whether you are studying the connections between computability and topology or group theory, this book serves as a unifying resource. It helps researchers and students navigate the complex relationships within the computably enumerable degrees through a new, systematic framework.

Key Features

Introduces a new hierarchy to classify the combinatorics of constructions within various areas of computability theory.

Provides a unifying framework for studying algorithmic randomness, Turing degrees, and effectively closed sets.

Explores the growing connections between computability theory and mathematical subfields like topology and group theory.

Part of the prestigious Annals of Mathematics Studies series, volume 206, from Princeton University Press.

Offers specialized insights into effective structure theory and the computably enumerable degrees.

Product Specifications

Format
hardcover
Domain
Amazon UK
Release Date
16 June 2020
Listed Since
22 October 2019

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