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目次情報: 続きを見る

Introduction

Basic Concepts of the Spectrum of a Graph

Operations on Graphs and the Resulting Spectra

Relations Between Spectral and Structural Properties of Graphs

The Divisor of a Graph

The Spectrum and the Group of Automorphisms

Characterization of Graphs by Means of Spectra

Spectra Techniques in Graph Theory and Combinatories

Applications in Chemistry an Physics

Some Additional Results

Appendix

Tables of Graph Spectra Biblgraphy

Index of Symbols

Index of Names

Subject Index

Introduction

Basic Concepts of the Spectrum of a Graph

Operations on Graphs and the Resulting Spectra

目次情報: 続きを見る

Linear Operators in Banach Spaces / 1：

Entropy Numbers, S-Numbers, and Eigenvalues / 2：

Unbounded Linear Operators / 3：

Sesquilinear Forms in Hilbert Spaces / 4：

Sobolev Spaces / 5：

Generalized Dirichlet and Neumann Boundary-Value Problems / 6：

Second-Order Differential Operators on Arbitrary Open Sets / 7：

Capacity and Compactness Criteria / 8：

Essential Spectra / 9：

Essential Spectra of General Second-Order Differential Operators / 10：

Global and Asymptotic Estimates for the Eigenvalues of -Delta+q when q is Real / 11：

Estimates for the Singular Values of -Delta+q when q is Complete / 12：

Linear Operators in Banach Spaces / 1：

Entropy Numbers, S-Numbers, and Eigenvalues / 2：

Unbounded Linear Operators / 3：