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Graphs and Combinatorics

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Cover of 'Graphs and Combinatorics'

Table of Contents

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    Book Overview
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    Chapter 1 Recent results on trees
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    Chapter 2 A survey of generalized ramsey theory
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    Chapter 3 A survey of the reconstruction conjecture
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    Chapter 4 Recent results on graphical enumeration
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    Chapter 6 Which graphs have integral spectra?
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    Chapter 7 Generalized ramsey theory for graphs - a survey
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    Chapter 8 Some recent results in topological graph theory
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    Chapter 9 A survey of finite embedding theorems for partial latin squares and quasigroups
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    Chapter 10 Computing the Characteristic polynomial of a graph
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    Chapter 11 Finding an independent set in a planar graph
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    Chapter 12 A class of starter induced 1-factorizations
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    Chapter 13 Chromatically equivalent graphs
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    Chapter 14 On covering the points of a graph with point disjoint paths
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    Chapter 15 A useful family of bicubic graphs
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    Chapter 16 Reconstructing combinatorial geometries
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    Chapter 17 On triangular and cyclic ramsey numbers with k colors
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    Chapter 18 The minimality of the mycielski graph
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    Chapter 19 On the ramsey number of the five-spoked wheel
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    Chapter 20 On the hamiltonian completion problem
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    Chapter 21 Coloring seven-circuits
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    Chapter 22 Absolute retracts in graphs
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    Chapter 23 Cancelling eulerian graphs
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    Chapter 24 A graphical realization problem
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    Chapter 25 The existence of small tactical configurations
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    Chapter 26 Tactical configurations: An introduction
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    Chapter 27 Structural characterizations of stability of signed digraphs under pulse processes
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    Chapter 28 The charm bracelet problem and its applications
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    Chapter 29 On Tutte's factorization theorem
Attention for Chapter: Is the null-graph a pointless concept?
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