Computable structure theory

Computable structure theory: within the arithmetic

by Montalbán, Antonio

Type Book
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Presents main results and techniques in computable structure theory together in a coherent framework for the first time in 20 years.

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Title Statements

  • Full title :Computable structure theory : within the arithmetic / Antonio Mantalbán.

Summary

Presents main results and techniques in computable structure theory together in a coherent framework for the first time in 20 years.

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Edition Statements

  • Publication Date:2021.

Publication Statements

The Physical Object

  • Description:1 online resource (xxii, 190 pages)

Edition Identifiers

  • ISBN:9781108525749, 1108525741
  • oclc:on1257800778
  • LC Classification:QA9.59
  • Dewey Decimal:511.3

Table of Contents

Cover -- Half-title -- Series information -- Title page -- Copyright information -- Dedication -- CONTENTS -- PREFACE -- NOTATION AND CONVENTIONS -- Chapter 1 STRUCTURES -- 1.1. Presentations -- 1.2. Presentations that code sets -- Chapter 2 RELATIONS -- 2.1. Relatively intrinsic notions -- 2.2. Complete relations -- 2.3. Examples of r.i.c.e. complete relations -- 2.4. Superstructures -- Chapter 3 EXISTENTIALLY-ATOMIC MODELS -- 3.1. Definition -- 3.2. Existentially algebraic structures -- 3.3. Cantor's back-and-forth argument -- 3.4. Uniform computable categoricity -- 3.5. Existential atomicity in terms of types -- 3.6. Building structures and omitting types -- 3.7. Scott sentences of existentially atomic structures -- 3.8. Turing degree and enumeration degree -- Chapter 4 GENERIC PRESENTATIONS -- 4.1. Cohen generic reals -- 4.2. Generic enumerations of sets -- 4.3. Generic enumerations of structures -- 4.4. Relations on generic presentations -- Chapter 5 DEGREE SPECTRA -- 5.1. The c.e. embeddability condition -- 5.2. Co-spectra -- 5.3. Degree spectra that are not possible -- 5.4. Some particular degree spectra -- Chapter 6 COMPARING STRUCTURES AND CLASSES OF STRUCTURES -- 6.1. Mu…

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