Theoretical Computer Science for the Working Category Theorist

Noson S. Yanofsky (Brooklyn College, City University of New York)

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English

Cambridge University Press
31 January 2022

Mathematics & Sciences; Mathematical foundations; Mathematical theory of computation

Series: Elements in Applied Category Theory

Using basic category theory, this Element describes all the central concepts and proves the main theorems of theoretical computer science. Category theory, which works with functions, processes, and structures, is uniquely qualified to present the fundamental results of theoretical computer science. In this Element, readers will meet some of the deepest ideas and theorems of modern computers and mathematics, such as Turing machines, unsolvable problems, the P=NP question, Kurt Gödel's incompleteness theorem, intractable problems, cryptographic protocols, Alan Turing's Halting problem, and much more. The concepts come alive with many examples and exercises.

By: Noson S. Yanofsky (Brooklyn College City University of New York)
Imprint: Cambridge University Press
Country of Publication: United Kingdom
Edition: New edition
Dimensions: Height: 228mm, Width: 152mm, Spine: 9mm
Weight: 230g
ISBN: 9781108792745
ISBN 10: 110879274X
Series: Elements in Applied Category Theory
Pages: 150
Publication Date: 31 January 2022
Audience: College/higher education , Primary
Format: Paperback
Publisher's Status: Active

1. Introduction; 2. Aide-Mémoire for Category Theory; 3. Models of Computation; 4. Computability Theory; 5. Complexity Theory; 6. Diagonal Arguments; 7. Conclusion; References.

Reviews for Theoretical Computer Science for the Working Category Theorist

'As well as having a better understanding of Category Theory, I have a new perspective on theoretical computer science: the subset of functions that comprise computable functions is somewhat ugly to formalise. This is the first in a series of Cambridge Elements: shortish works on Applied Category Theory. This one is highly recommended: I will be looking out for the others.' Susan Stepney, (http: //susan-stepney.blogspot.com)