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Models of Computation in Context

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Cover of 'Models of Computation in Context'

Table of Contents

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    Book Overview
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    Chapter 1 Applying Causality Principles to the Axiomatization of Probabilistic Cellular Automata
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    Chapter 2 Three Theorems on n -REA Degrees: Proof-Readers and Verifiers
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    Chapter 3 A Computational Approach to an Alternative Working Environment for the Constructible Universe
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    Chapter 4 Automatic Learners with Feedback Queries
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    Chapter 5 Splicing Systems: Accepting Versus Generating
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    Chapter 6 Effective Categoricity of Injection Structures
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    Chapter 7 Consistency and Optimality
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    Chapter 8 Cupping and Diamond Embeddings: A Unifying Approach
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    Chapter 9 On the Kolmogorov Complexity of Continuous Real Functions
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    Chapter 10 Defining Languages by Forbidding-Enforcing Systems
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    Chapter 11 Axiomatizing Resource Bounds for Measure
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    Chapter 12 Complexity Issues for Preorders on Finite Labeled Forests
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    Chapter 13 Randomness and the Ergodic Decomposition
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    Chapter 14 Computability of the Radon-Nikodym Derivative
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    Chapter 15 Extracting Winning Strategies in Update Games
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    Chapter 16 A Generalised Dynamical System, Infinite Time Register Machines, and $\Pi^1_1$ -CA 0
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    Chapter 17 Computability Power of Mobility in Enhanced Mobile Membranes
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    Chapter 18 Nature-Based Problems in Cellular Automata
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    Chapter 19 Multi-Resolution Cellular Automata for Real Computation
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    Chapter 20 Deciding According to the Shortest Computations
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    Chapter 21 Computation of Similarity—Similarity Search as Computation
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    Chapter 22 Adapting Rabin’s Theorem for Differential Fields
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    Chapter 23 Quantum Information Channels in Curved Spacetime
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    Chapter 24 Recognizing Synchronizing Automata with Finitely Many Minimal Synchronizing Words is PSPACE-Complete
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    Chapter 25 Consecutive Ones Property Testing: Cut or Swap
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    Chapter 26 Current Developments on Computational Modeling Using P Systems
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    Chapter 27 Automata on Ordinals and Linear Orders
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    Chapter 28 A Fine Hierarchy of ω -Regular k -Partitions
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    Chapter 29 On a Relative Computability Notion for Real Functions
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    Chapter 30 Towards an Axiomatic System for Kolmogorov Complexity
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    Chapter 31 A New Optimum-Time Firing Squad Synchronization Algorithm for Two-Dimensional Rectangle Arrays: One-Sided Recursive Halving Based
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    Chapter 32 Conservative Extensions of Abstract Structures
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    Chapter 33 On a Hierarchy of Plus-Cupping Degrees
Attention for Chapter 22: Adapting Rabin’s Theorem for Differential Fields
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Chapter title
Adapting Rabin’s Theorem for Differential Fields
Chapter number 22
Book title
Models of Computation in Context
Published by
Springer, Berlin, Heidelberg, June 2011
DOI 10.1007/978-3-642-21875-0_22
Book ISBNs
978-3-64-221874-3, 978-3-64-221875-0
Authors

Russell Miller, Alexey Ovchinnikov