Graph and Network Theory

Michael A. Henning () and Jan H. van Vuuren ()
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Michael A. Henning: University of Johannesburg
Jan H. van Vuuren: Stellenbosch University

in Springer Optimization and Its Applications from Springer, currently edited by Pardalos, Panos, Thai, My T. and Du, Ding-Zhu

Date: 2022
ISBN: 978-3-031-03857-0
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Chapters in this book:

Ch Chapter 1 An introduction to graphs

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 10 Eulerian graphs

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 11 Hamiltonian graphs

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 12 Graph connectivity

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 13 Planarity

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 14 Graph colouring

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 15 Oriented graphs

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 16 Domination in graphs

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 17 Ramsey theory

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 18 Extremal graph theory

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 19 Graph enumeration

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 2 Graph connectedness

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 20 The probabilistic method

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 3 Algorithmic complexity

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 4 Optimal paths

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 5 Trees

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 6 Location problems

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 7 Maximum flow networks

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 8 Minimum-cost network flows

Michael A. Henning and Jan H. van Vuuren

Ch Chapter 9 Matchings

Michael A. Henning and Jan H. van Vuuren

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DOI: 10.1007/978-3-031-03857-0

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