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Digraphs : theory, algorithms and applications

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Cover of 'Digraphs : theory, algorithms and applications'

Table of Contents

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    Book Overview
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    Chapter 1 Basic Terminology, Notation and Results
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    Chapter 2 Classes of Digraphs
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    Chapter 3 Distances
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    Chapter 4 Flows in Networks
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    Chapter 5 Connectivity of Digraphs
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    Chapter 6 Hamiltonian, Longest and Vertex-Cheapest Paths and Cycles
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    Chapter 7 Restricted Hamiltonian Paths and Cycles
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    Chapter 8 Paths and Cycles of Prescribed Lengths
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    Chapter 9 Branchings
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    Chapter 10 Linkages in Digraphs
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    Chapter 11 Orientations of Graphs and Digraphs
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    Chapter 12 Sparse Subdigraphs with Prescribed Connectivity
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    Chapter 13 Packings, Coverings and Decompositions
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    Chapter 14 Increasing Connectivity
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    Chapter 15 Feedback Sets and Vertex Orderings
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    Chapter 16 Generalizations of Digraphs: Edge-Coloured Multigraphs
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    Chapter 17 Applications of Digraphs and Edge-Coloured Graphs
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    Chapter 18 Algorithms and Their Complexity
Attention for Chapter 6: Hamiltonian, Longest and Vertex-Cheapest Paths and Cycles
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