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Graphs and Order

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Cover of 'Graphs and Order'

Table of Contents

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    Book Overview
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    Chapter 1 Comparability Graphs
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    Chapter 2 Algorithmic Aspects of Comparability Graphs and Interval Graphs
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    Chapter 3 The Diagram
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    Chapter 4 The Information Theoretic Bound for Problems on Ordered Sets and Graphs
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    Chapter 5 Sorting and Graphs
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    Chapter 6 A Graph-Theoretic Approach to the Jump-Number Problem
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    Chapter 7 Acyclic Subdigraphs and Linear Orderings: Polytopes, Facets, and a Cutting Plane Algorithm
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    Chapter 8 Parameters of Partial Orders and Graphs: Packing, Covering, and Representation
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    Chapter 9 Graphs and Orders in Ramsey Theory and in Dimension Theory
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    Chapter 10 Ordered Ranked Posets, Representations of Integers and Inequalities from Extremal Poset Problems
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    Chapter 11 Issues in the Theory of Uniqueness in Measurement
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    Chapter 12 Path-Partitions in Directed Graphs and Posets
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    Chapter 13 Recursion Theoretic Aspects of Graphs and Orders
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    Chapter 14 Basic WQO- and BQO-Theory
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    Chapter 15 Applications of Well Quasi-Ordering and Better Quasi-Ordering
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    Chapter 16 Introduction
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    Chapter 17 Enumeration
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    Chapter 18 The Diagram
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    Chapter 19 Ramsey Theory
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    Chapter 20 Sorting, Scheduling, Computing, Operations Research, and Social Science
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    Chapter 21 Structure Theories
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    Chapter 22 Infinite Sets and Infinite Graphs
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    Chapter 23 Souvenir Session
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    Chapter 24 Order-Preserving and Edge-Preserving Maps
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    Chapter 25 Miscellaneous
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    Chapter 26 Introduction
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