Synopses & Reviews
Category Theory has, in recent years, become increasingly important and popular in computer science, and many universities now introduce Category Theory as part of the curriculum for undergraduate computer science students. Here, the theory is developed in a straightforward way, and is enriched with many examples from computer science.
Review
"Nice, crisp introduction to category theory, motivated by examples and use in computer science. Mathematical sophistication blends nicely with fundamental concepts and examples to make the connections (and usefulness) understandable to good undergraduates." The American Mathematical Monthly
Review
"Within the setting of distributive categories, nicely explained here, one sees data structure abstractions done properly. The example of queues is the most compelling in that all of the structure of distributive categories is used....strongly recommend[ed]. David B. Benson, Computing Reviews
Review
"...probably the clearest introduction to category theory written to date." The Bulletin of Mathematics Books
Synopsis
Category theory has become increasingly important and popular in computer science, and many universities now have introductions to category theory as part of their courses for undergraduate computer scientists. The author is a respected category theorist and has based this textbook on a course given over the last few years at the University of Sydney. The theory is developed in a straightforward way, and is enriched with many examples from computer science. Thus this book meets the needs of undergradute computer scientists, and yet retains a level of mathematical correctness that will broaden its appeal to include students of mathematics new to category theory.
Synopsis
Category theory has, in recent years, become increasingly important and popular in computer science, and many universities now include it as part of their curriculums. This text is geared to students of mathematics as well as undergraduate computer scientists.
Table of Contents
Introduction; 1. The algebra of functions; 2. Products and sums; 3. Distributive categories; 4. Data types; 5. Categories of functors; 6. More about products; 7. Computational category theory; References; Index.