Monoids, Acts and Categories
With Applications to Wreath Products and Graphs. A Handbook for Students and Researchers
Mati Kilp, Ulrich Knauer, Alexander V. Mikhalev, et al.
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Naturwissenschaften, Medizin, Informatik, Technik / Allgemeines, Lexika
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<em>Zentralblatt für Mathematik</em> </p>
<p>"The authors of this book are well-known specialists in the area of homological classification of monoids. The presentation is extremely clear and incisive. Without a doubt, the book could serve as a textbook for a very good graduate course on representation theory of monoids, homological algebra and category theory." <em>Mathematical Reviews</em> </p> <p>"The material of the book is well organised and suitable for a broad audience interested in monoids, acts, non-abelian categories as well as in formal languages, automata theory and other applications of semigroups. The book is comprehensive and self-contained and can be used both as study material for courses on representation theory on monoids, homological algebra and category theory, and as a handbook for students and researchers in the area. This is why the book should not be missing in any library of the faculty of mathematics of any university."
<p>"The authors of this book are well-known specialists in the area of homological classification of monoids. The presentation is extremely clear and incisive. Without a doubt, the book could serve as a textbook for a very good graduate course on representation theory of monoids, homological algebra and category theory." <em>Mathematical Reviews</em> </p> <p>"The material of the book is well organised and suitable for a broad audience interested in monoids, acts, non-abelian categories as well as in formal languages, automata theory and other applications of semigroups. The book is comprehensive and self-contained and can be used both as study material for courses on representation theory on monoids, homological algebra and category theory, and as a handbook for students and researchers in the area. This is why the book should not be missing in any library of the faculty of mathematics of any university."
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Kategorie <Mathematik>, Monoid, Homologische Algebra