Content :
Preface. Introduction.
Paths and Circuits.
Trees and Fundamental Circuits.
Cut-Sets and Cut-Vertices.
Planar and Dual Graphs.
Vector Spaces of a Graph.
Matrix Representation of Graphs.
Coloring, Covering, and Partitioning.
Directed Graphs.
Enumeration of Graphs.
Graph Theoretic Algorithms and Computer Programs.
Graphs in Switching and Coding Theory.
Electrical Network Analysis by Graph Theory.
Graph Theory in Operations Research.
Survey of other Applications.
APPENDIX A: Binet-Cauchy Theorem. APPENDIX B: Nullity of a Matrix and Sylvester's Law.
Index.