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The Computation of Fixed Points and Applications

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Cover of 'The Computation of Fixed Points and Applications'

Table of Contents

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    Book Overview
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    Chapter 1 Brouwer’s Theorem
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    Chapter 2 Some Applications of Brouwer’s Theorem
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    Chapter 3 Triangulations
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    Chapter 4 Algorithms to Find Completely-Labelled Simplices
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    Chapter 5 Extensions of Brouwer’s Theorem
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    Chapter 6 Applications of Kakutani’s Theorem and its Extensions
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    Chapter 7 Eaves’ First Algorithm
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    Chapter 8 Merrill’s Algorithm
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    Chapter 9 Homotopy Algorithms
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    Chapter 10 Triangulations with Continuous Refinement of Grid Size
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    Chapter 11 Measures of Efficiency for Triangulations
Attention for Chapter 8: Merrill’s Algorithm
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