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Algorithms in Modern Mathematics and Computer Science

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Cover of 'Algorithms in Modern Mathematics and Computer Science'

Table of Contents

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    Book Overview
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    Chapter 25 Al-khorezmi his background, his personality his work and his influence
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    Chapter 26 Algorithms in modern mathematics and computer science
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    Chapter 27 What are the gains of the theory of algorithms
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    Chapter 28 On inductive synthesis of programs
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    Chapter 29 Expanding constructive universes
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    Chapter 30 The logical approach to programming
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    Chapter 31 The structural synthesis of programs
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    Chapter 32 On finding invariant relations of program
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    Chapter 33 What can we do with problems of exhaustive search?
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    Chapter 34 The algorithmic complexity of linear algebras
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    Chapter 35 Algorithms in various contexts
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    Chapter 36 Role of a notion of algorithm in the arithmetic language semantics
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    Chapter 37 From logicism to proceduralism (an autobiographical account)
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    Chapter 38 Abstract computability on algebraic structures
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    Chapter 39 Algorithms and algebra
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    Chapter 40 On formal transformations of algorithms
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    Chapter 41 What should we do having proved a decision problem to be unsolvable?
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    Chapter 42 On the experience of riding two horses in programming
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    Chapter 43 Church-rosser transformers and decidable propertis of tree processing
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    Chapter 44 Supplement 1 summaries of oral presentations
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    Chapter 45 Supplement 2 technical program
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    Chapter 46 Supplement 3 publications on the symposium
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    Chapter 47 List of participants
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    Chapter 48 Supplement 5 photoillustrations
Attention for Chapter 43: Church-rosser transformers and decidable propertis of tree processing
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Chapter title
Church-rosser transformers and decidable propertis of tree processing
Chapter number 43
Book title
Algorithms in Modern Mathematics and Computer Science
Published by
Springer, Berlin, Heidelberg, January 1981
DOI 10.1007/3-540-11157-3_43
Book ISBNs
978-3-54-011157-3, 978-3-54-038621-6
Authors

A. V. Anisimov, Anisimov, A. V.