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9783030983123

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The book is beautifully laid out, with clearly marked offset examples and remarks, and some biographical information about some of the mathematicians referenced. The number of exercises is modest, with a few at the end of each chapter, but they seem to be thoughtfully designed to introduce new key concepts. This book should be a valuable resource for anyone teaching a course at this level. (Julie Bergner, zbMATH 1502.55001, 2023)

“Throughout the book there are many diagrams, pictures and nice examples to explain the concepts. … The reviewer finds reading the book a pleasure. … The reviewer recommends the book to any student taking a first course in algebraic topology … .” (Man-Ho Ho, Mathematical Reviews, April, 2023) “The book is beautifully laid out, with clearly marked offset examples and remarks, and some biographical information about some of the mathematicians referenced. The number of exercises is modest, with a few at the end of each chapter, but they seem to be thoughtfully designed to introduce new key concepts. This book should be a valuable resource for anyone teaching a course at this level.” (Julie Bergner, zbMATH 1502.55001, 2023)

Author Information

Holger Kammeyer is Assistant Professor of Algebra and Geometry at the University of Düsseldorf. His research interests include algebraic topology as well as arithmetic and profinite groups. A particular field of his expertise is the theory of ℓ²-invariants on which he has authored the textbook Introduction to ℓ²-invariants (Lecture Notes in Mathematics, Volume 2247, Springer).

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