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Optimization Problems in Graph Theory

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Cover of 'Optimization Problems in Graph Theory'

Table of Contents

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    Book Overview
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    Chapter 1 Gregory Gutin and Graph Optimization Problems
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    Chapter 2 On Graphs Whose Maximal Cliques and Stable Sets Intersect
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    Chapter 3 Computing the Line Index of Balance Using Integer Programming Optimisation
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    Chapter 4 Optimal Factorization of Operators by Operators That Are Consistent with the Graph’s Structure
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    Chapter 5 Branching in Digraphs with Many and Few Leaves: Structural and Algorithmic Results
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    Chapter 6 Dominance Certificates for Combinatorial Optimization Problems
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    Chapter 7 Conditional Markov Chain Search for the Simple Plant Location Problem Improves Upper Bounds on Twelve Körkel–Ghosh Instances
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    Chapter 8 An Algorithmic Answer to the Ore-Type Version of Dirac’s Question on Disjoint Cycles
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    Chapter 9 Combinatorial and Graph-Theoretical Problems and Augmenting Technique
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    Chapter 10 Optimal Patrol on a Graph Against Random and Strategic Attackers
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    Chapter 11 Network Design Problem with Cut Constraints
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    Chapter 12 Process Sequencing Problem in Distributed Manufacturing Process Planning
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    Chapter 13 Sharp Nordhaus–Gaddum-Type Lower Bounds for Proper Connection Numbers of Graphs
Attention for Chapter 10: Optimal Patrol on a Graph Against Random and Strategic Attackers
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