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Fete of Combinatorics and Computer Science

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Cover of 'Fete of Combinatorics and Computer Science'

Table of Contents

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    Book Overview
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    Chapter 1 High Degree Graphs Contain Large-Star Factors
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    Chapter 2 Iterated Triangle Partitions
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    Chapter 3 PageRank and Random Walks on Graphs
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    Chapter 4 Solution of Peter Winkler’s Pizza Problem*†
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    Chapter 5 Tight Bounds for Embedding Bounded Degree Trees
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    Chapter 6 Betti Numbers are Testable*
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    Chapter 7 Rigid and Globally Rigid Graphs with Pinned Vertices
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    Chapter 8 Noise Sensitivity and Chaos in Social Choice Theory
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    Chapter 9 Coloring Uniform Hypergraphs with Small Edge Degrees
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    Chapter 10 Extremal Graphs and Multigraphs with Two Weighted Colours
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    Chapter 11 Regularity Lemmas for Graphs
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    Chapter 12 Edge Coloring Models as Singular Vertex Coloring Models
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    Chapter 13 List Total Weighting of Graphs
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    Chapter 14 Open Problems
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    Chapter 35 Solution of Peter Winkler's Pizza Problem
Attention for Chapter 7: Rigid and Globally Rigid Graphs with Pinned Vertices
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