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*** RECENT RESULTS IN THE THEORY OF GRAPH SPECTRA *** by Dragos M. Cvetkovic, Michael Doob ![]() Click Here to Download this Ebook Type: eBook Released: 1988-00-00 Publisher: North-Holland Page Count: 319 Format: pdf Language: English Description: The purpose of this volume is to review the results in spectral graph theory which have appeared since 1978. The problem of characterizing graphs with least eigenvalue -2 was one of the original problems of spectral graph theory. The techniques used in the investigation of this problem have continued to be useful in other contexts including forbidden subgraph techniques as well as geometric methods involving root systems. In the meantime, the particular problem giving rise to these methods has been solved almost completely. This is indicated in Chapter 1. The study of various combinatorial objects (including distance regular and distance transitive graphs, association schemes, and block designs) have made use of eigenvalue techniques, usually as a method to show the nonexistence of objects with certain parameters. The basic method is to construct a graph which contains the structure of the combinatorial object and then to use the properties of the eigenvalues of the graph. Methods of this type are given in Chapter 2. MORE EBOOKS: Ebook: Compatibility, Stability, and Sheaves -- download full version of the book, by J.L. Bueso, P. Jara, Verschoren Ebook: Introduction to Nonlinear Dispersive Equations -- download full version of the book, by Felipe Linares, Gustavo Ponce Ebook: Intros, Endings and Turnarounds -- download full version of the book, by Dale Turner Ebook: Crimes of Love -- download full version of the book by David Coward, Marquis De Sade MORE 110000 online books: eBooks, Audio Books - books on English, French, German, Italian, Spanish, ...other languages == eBooks ==
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