Graph coloring problems /
| Main Author: | |
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| Other Authors: | |
| Format: | eBook |
| Language: | English |
| Published: |
New York :
Wiley,
©1995.
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| Subjects: | |
| Online Access: | Connect to the full text of this electronic book |
Table of Contents:
- Front Matter
- Introduction to Graph Coloring
- Planar Graphs
- Graphs on Higher Surfaces
- Degrees
- Critical Graphs
- The Conjectures of Hadwiger and Haj̤s
- Sparse Graphs
- Perfect Graphs
- Geometric and Combinatorial Graphs
- Algorithms
- Constructions
- Edge Colorings
- Orientations and Flows
- Chromatic Polynomials
- Hypergraphs
- Infinite Chromatic Graphs
- Miscellaneous Problems
- Author Index
- Subject Index
- Wiley-Interscience Series in Discrete Mathematics and Optimization.
- Graphs on Surfaces
- Vertex Degrees and Colorings
- Criticality and Complexity
- Sparse Graphs and Random Graphs
- Perfect Graphs
- Edge-Coloring
- Orientations and Integer Flows
- List Coloring
- Generalized Graph Coloring
- Planar Graphs
- Four-Color Theorem
- Cartesian Sequences
- Intersection Graphs of Planar Segments
- Ringel's Earth-Moon Problem
- Ore and Plummer's Cyclic Chromatic Number
- Vertex Partitionings w.r.t. Coloring Number
- Vertex Partitionings w.r.t. Maximum Degree
- The Three-Color Problem
- Steinberg's Three-Color Problem
- Grunbaum and Havel's Three-Color Problem
- Grotzsch and Sachs' Three-Color Problem
- Barnette's Conjecture
- List-Coloring Planar Graphs
- Kronk and Mitchem's Entire Chromatic Number
- Nine-Color Conjecture
- Uniquely Colorable Graphs
- Density of 4-Critical Planar Graphs
- Square of Planar Graphs
- Graphs on Higher Surfaces
- Heawood's Empire Problem
- Grunbaum's 3-Edge-Color Conjecture
- Albertson's Four-Color Problem
- Improper Colorings
- Number of 6-Critical Graphs on a Surface
- Toroidal Polyhedra
- Polynomial Coloring of Embedded Graphs
- Sparse Embedded Graphs
- Ringel's 1-Chromatic Number
- Borodin's Conjecture on Diagonal Coloring
- Acyclic Colorings
- Cochromatic Numbers
- Graphs on Pseudo-Surfaces
- Degrees
- The Coloring Number
- Coloring of Decomposable Graphs
- Color-Bound Families of Graphs
- Edge-Disjoint Placements
- Powers of Hamilton Cycles
- Brooks' Theorem for Triangle-Free Graphs.