
Advances in Graph Theory
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Content
- Front Cover
- Annals of Discrete Mathematics
- Copyright Page
- CONTENTS
- Foreword
- Chapter 1. Linear separation of dominating sets in graphs
- Chapter 2. Regularisable graphs
- Chapter 3. Hamiltonian decompositions of graphs, directed graphs and hypergraphs
- Chapter 4. Extrernal graphs without large forbidden subgraphs
- Chapter 5. Hamiltonian cycles in regular graphs
- Chapter 6. The chromatic index of the graph of the assignment polytope
- Chapter 7. Loopy games
- Chapter 8. Hamilton circuits and long circuits
- Chapter 9. Simplicial decompositions of infinite graphs
- Chapter 10. Combinatorial completions
- Chapter 11. A class of regularisable graphs
- Chapter 12. On maximal circuits in finite graphs
- Chapter 13. A reduction method for edge-connectivity in graphs
- Chapter 14. Another criterion for marriage in denumerable societies
- Chapter 15. Selective graphs and hypergraphs
- Chapter 16. Monochromatic paths in graphs
- Chapter 17. On the principal edge tripartition of a graph
- Chapter 18. Percolation probabilities on the square lattice
- Chapter 19. On Tutte's dichromate polynomial
- Chapter 20. Hamiltonian cycles and uniquely edge colourable graphs
- Chapter 21. Hamiltonian paths in squares of infinite locally finite blocks
- Chapter 22. An investigation of colour-critical graphs with complements of low connectivity
- Chapter 23. The subgraph problem
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