Description

Book Synopsis


Trade Review
This is only a 200 page book, but it covers a wealth of material...[A] clear, concise introduction that would be ideal for a one-term undergraduate course...Recommended." - CHOICE

"This short text does an excellent job of covering those topics that should be included in an undergraduate introduction to computability theory... There are both appropriate exercises and enticing doorways to open topics and current research. The exposition is precise, but still conversational. I believe my students will enjoy reading this text." - Jeffry L. Hirst, Zentralblatt MATH

Table of Contents
  • Introduction
  • Background
  • Defining computability
  • Working with computable functions
  • Computing and enumerating sets
  • Turing reduction and Post’s problem
  • Two hierarchies of sets
  • Further tools and results
  • Areas of research
  • Mathematical asides
  • Bibliography
  • Index

Computability Theory

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A Paperback by Rebecca Weber

15 in stock


    View other formats and editions of Computability Theory by Rebecca Weber

    Publisher: MP-AMM American Mathematical
    Publication Date: 6/30/2012 12:00:00 AM
    ISBN13: 9780821873922, 978-0821873922
    ISBN10: 082187392X

    Description

    Book Synopsis


    Trade Review
    This is only a 200 page book, but it covers a wealth of material...[A] clear, concise introduction that would be ideal for a one-term undergraduate course...Recommended." - CHOICE

    "This short text does an excellent job of covering those topics that should be included in an undergraduate introduction to computability theory... There are both appropriate exercises and enticing doorways to open topics and current research. The exposition is precise, but still conversational. I believe my students will enjoy reading this text." - Jeffry L. Hirst, Zentralblatt MATH

    Table of Contents
    • Introduction
    • Background
    • Defining computability
    • Working with computable functions
    • Computing and enumerating sets
    • Turing reduction and Post’s problem
    • Two hierarchies of sets
    • Further tools and results
    • Areas of research
    • Mathematical asides
    • Bibliography
    • Index

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