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New Computational Paradigms

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Cover of 'New Computational Paradigms'

Table of Contents

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    Book Overview
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    Chapter 1 Alan Turing, Logical and Physical
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    Chapter 2 Computability and Numberings
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    Chapter 3 Computation as Conversation
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    Chapter 4 Computation Paradigms in Light of Hilbert's Tenth Problem
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    Chapter 5 Elementary Algorithms and Their Implementations
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    Chapter 6 Applications of the Kleene–Kreisel Density Theorem to Theoretical Computer Science
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    Chapter 7 Church Without Dogma: Axioms for Computability
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    Chapter 8 Computability on Topological Spaces via Domain Representations
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    Chapter 9 On the Power of Broadcasting in Mobile Computing
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    Chapter 10 The Computational Power of Bounded Arithmetic from the Predicative Viewpoint
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    Chapter 11 Effective Uniform Bounds from Proofs in Abstract Functional Analysis
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    Chapter 12 Effective Fractal Dimension in Algorithmic Information Theory
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    Chapter 13 Metamathematical Properties of Intuitionistic Set Theories with Choice Principles
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    Chapter 14 New Developments in Proofs and Computations
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    Chapter 15 From Cells to (Silicon) Computers, and Back
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    Chapter 16 Computer Science, Informatics, and Natural Computing—Personal Reflections
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    Chapter 17 A Survey on Continuous Time Computations
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    Chapter 18 A Tutorial on Computable Analysis
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    Chapter 19 A Continuous Derivative for Real-Valued Functions
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    Chapter 20 Infinite Time Computable Model Theory
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