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Unconventional Computing

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Cover of 'Unconventional Computing'

Table of Contents

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    Book Overview
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    Chapter 1 Quantum Experiments Can Test Mathematical Undecidability
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    Chapter 2 Computational Challenges and Opportunities in the Design of Unconventional Machines from Nucleic Acids
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    Chapter 3 Predictions for the Future of Optimisation Research
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    Chapter 4 Immune Systems and Computation: An Interdisciplinary Adventure
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    Chapter 5 Distributed Learning of Wardrop Equilibria
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    Chapter 6 Oracles and Advice as Measurements
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    Chapter 7 From Gene Regulation to Stochastic Fusion
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    Chapter 8 A Biologically Inspired Model with Fusion and Clonation of Membranes
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    Chapter 9 Computing Omega-Limit Sets in Linear Dynamical Systems
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    Chapter 10 The Expressiveness of Concentration Controlled P Systems
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    Chapter 11 On Faster Integer Calculations Using Non-arithmetic Primitives
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    Chapter 12 Unconventional Computing
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    Chapter 13 The Role of Conceptual Structure in Designing Cellular Automata to Perform Collective Computation
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    Chapter 14 A Characterisation of NL Using Membrane Systems without Charges and Dissolution
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    Chapter 15 Quantum Wireless Sensor Networks
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    Chapter 16 On the Computational Complexity of Spiking Neural P Systems
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    Chapter 17 Self-assembly of Decidable Sets
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    Chapter 18 Ultrafilter and Non-standard Turing Machines
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    Chapter 19 Parallel Optimization of a Reversible (Quantum) Ripple-Carry Adder
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    Chapter 20 Automata on Multisets of Communicating Objects
Attention for Chapter 16: On the Computational Complexity of Spiking Neural P Systems
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Chapter title
On the Computational Complexity of Spiking Neural P Systems
Chapter number 16
Book title
Unconventional Computing
Published by
Springer, Berlin, Heidelberg, August 2008
DOI 10.1007/978-3-540-85194-3_16
Book ISBNs
978-3-54-085193-6, 978-3-54-085194-3
Authors

Turlough Neary