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Leavitt Path Algebras
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Table of Contents

1 The basics of Leavitt path algebras: motivations, definitions and examples.- 2 Two-sided ideals.- 3 Idempotents, and finitely generated projective modules.- 4 General ring-theoretic results.- 5 Graph C*-algebras, and their relationship to Leavitt path algebras.- 6 K-theory.- 7 Generalizations, applications, and current lines of research.- References.- Index.

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"With the diversity of their potential audience in mind, the authors aim to reach various groups of readers with a self-contained exposition written in a lively style. ... Being the first comprehensive exposition on an area of active research and diverse applications, this book will likely be of interest to many groups of readers: those looking for an introduction to Leavitt path algebras; those interested in more in-depth details, open questions, or recent research trends ..." (Lia Vas, zbMATH 1393.16001, 2018)

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