A First Course in Category Theory Paperback / softback

This textbook provides a first introduction to category theory, a powerful framework and tool for understanding mathematical structures.

Designed for students with no previous knowledge of the subject, this book offers a gentle approach to mastering its fundamental principles. Unlike traditional category theory books, which can often be overwhelming for beginners, this book has been carefully crafted to offer a clear and concise introduction to the subject.

It covers all the essential topics, including categories, functors, natural transformations, duality, equivalence, (co)limits, and adjunctions.

Abundant fully-worked examples guide readers in understanding the core concepts, while complete proofs and instructive exercises reinforce comprehension and promote self-study.

The author also provides background material and references, making the book suitable for those with a basic understanding of groups, rings, modules, topological spaces, and set theory. Based on the author's course at the Vrije Universiteit Brussel, the book is perfectly suited for classroom use in a first introductory course in category theory.

Its clear and concise style, coupled with its detailed coverage of key concepts, makes it equally suited for self-study.