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Natural Computing

A new fixed point theorem in domain theory

  • 26-02-2018
Published in:
Authors
Keye Martin
Johnny Feng
Published in
Natural Computing | Issue 4/2019

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Abstract

We generalize the standard fixed point theorem in domain theory: a dcpo has the fixed point property iff the image of its least deflation has the fixed point property, provided that the least deflation exists. We then turn to the existence of least deflations, showing that they exist in a number of important cases, including the case of compact domains.

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previous article An overview of quantum cellular automata
next article Data clustering based on quantum synchronization
Title
A new fixed point theorem in domain theory
Authors
Keye Martin
Johnny Feng
Publication date
26-02-2018
Publisher
Springer Netherlands
Published in
Natural Computing / Issue 4/2019
Print ISSN: 1567-7818
Electronic ISSN: 1572-9796
DOI
https://doi.org/10.1007/s11047-018-9672-3
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Other articles of this Issue 4/2019

Optimal and suboptimal regional control of probabilistic cellular automata

Preface

New measures for comparing optimization algorithms on dynamic optimization problems

An overview of quantum cellular automata

On an integrated approach to resilient transportation systems in emergency situations

To the special Issue on “Metaheuristics for optimization of complex process engineering”

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