£125.20

Springer Well-Quasi Orders in Computation, Logic and Reasoning

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Description

This academic text from Springer provides a deep look into the theory of well-quasi orders (wqos) to connect the fields of logic, mathematics, and computer science. By exploring wqos as a unifying concept, the book offers insights into finiteness and termination proofs that are applicable across various mathematical disciplines. The content covers a wide range of mathematical areas, including proof theory, automata theory, formal languages, and descriptive set theory. Readers will find detailed information regarding the application of wqos in commutative algebra, braid groups, graph theory, and analytic combinatorics. It is a valuable resource for those studying the theory of relations, reverse mathematics, and subrecursive hierarchies. Whether you are researching combinatorial methods or looking for ways to bridge gaps between computation and logic, this volume serves as a comprehensive guide to understanding how well-quasi orders function as a central concept in modern mathematical research.

Key Features

Bridges the gaps between logic, mathematics, and computer science through the study of well-quasi orders.

Provides a unifying concept for proving finiteness and termination in diverse mathematical contexts.

Covers essential topics including proof theory, automata theory, formal languages, and descriptive set theory.

Explores connections to commutative algebra, braid groups, graph theory, and analytic combinatorics.

Includes technical discussions on the theory of relations, reverse mathematics, and subrecursive hierarchies.

Product Specifications

Format
Paperback
Domain
Amazon UK
Release Date
26 August 2021
Listed Since
07 December 2020

Barcode

No barcode data available

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