Algebraic Graph Theory
Algebraic Graph Theory is a scholarly work, published in 2001 in ''Graduate Texts in Mathematics''. The main subjects of the publication include combinatorics, mathematics, line graph, comparability graph, finite group, pathwidth, Modular decomposition, block graph, graph theory, cograph, symmetric graph, chordal graph, indifference graph, discrete mathematics, algebra, 1-planar graph, and split graph. Graphs.- Groups.- Transitive Graphs.- Arc-Transitive Graphs.- Generalized Polygons and Moore Graphs.- Homomorphisms.- Kneser Graphs.- Matrix Theory.- Interlacing.- Strongly Regular Graphs.- Two-Graphs.- Line Graphs and Eigenvalues.- The Laplacian of a Graph.- Cuts and Flows.- The Rank Polynomial.- Knots.- Knots and Eulerian Cycles.- Glossary of Symbols.- Index.