Titlebook: A Textbook of Graph Theory; R. Balakrishnan,K. Ranganathan Textbook 2012Latest edition Springer Science+Business Media, LLC, part of Sprin

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Ōtani Tetsuō Roshi,Ingrid Shugetsu Appelsons and hence have several potential applications. In this chapter, we study the properties of these sets. In addition, we discuss matchings in graphs and, in particular, in bipartite graphs. Matchings in bipartite graphs have varied applications in operations research. We also present two celebrate

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Aphorism

Karoliina A. Koho,Elisa Piña-Ochoa . and denoted by .(.). We compute the spectra of some well-known families of graphs—the family of complete graphs, the family of cycles etc. We present Sachs’ theorem on the spectrum of the line graph of a regular graph. We also obtain the spectra of product graphs—Cartesian product, direct product

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978-1-4614-4528-9Springer Science+Business Media, LLC, part of Springer Nature 2012

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A Textbook of Graph Theory978-1-4614-4529-6Series ISSN 0172-5939 Series E-ISSN 2191-6675

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Renaud Payre,Pierre-Yves Sauniercience, computer technology, genetics, psychology, sociology, and linguistics can be formulated as problems in graph theory. Also, many branches of mathematics, such as group theory, matrix theory, probability, and topology, have close connections with graph theory.

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R. Balakrishnan,K. RanganathanNew edition extensively revised and updated.Includes two new chapters, one on domination in graphs and another on spectral properties of graphs.Contains a discussion on graph energy, a topic of curren