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Mathematics of Program Construction

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Cover of 'Mathematics of Program Construction'

Table of Contents

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    Book Overview
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    Chapter 1 Implementing Algebraic Dynamic Programming in the Functional and the Imperative Programming Paradigm
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    Chapter 2 Some Results in Dynamic Model Theory
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    Chapter 3 Mathematics in Computer Science Curricula
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    Chapter 4 Logical Relations and Galois Connections
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    Chapter 5 Transformational Derivation of Greedy Network Algorithms from Descriptive Specifications
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    Chapter 6 Fine Control of Demand in Haskell
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    Chapter 7 Reasoning about Timeouts
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    Chapter 8 Eternity Variables to Simulate Specifications
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    Chapter 9 Constructing Tournament Representations: An Exercise in Pointwise Relational Programming
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    Chapter 10 Type-Indexed Data Types
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    Chapter 11 Verification of Java’s AbstractCollection Class: A Case Study
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    Chapter 12 Solving Regular Path Queries
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    Chapter 13 Inverting Functions as Folds
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    Chapter 14 From Kleene Algebra to Refinement Algebra
Attention for Chapter 8: Eternity Variables to Simulate Specifications
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