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Majority problem (cellular automaton)
Known as:
Density classification task
, GKL Majority
The majority problem, or density classification task is the problem of finding one-dimensional cellular automaton rules that accurately perform…
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Related topics
Related topics
9 relations
Boyer–Moore majority vote algorithm
Cellular automaton
Deterministic algorithm
Genetic algorithm
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2018
2018
A Proof of a Heavy Hitters Algorithm
J. Misra
2018
Corpus ID: 26073749
This note is meant to teach program development and formal proof in an introductory computer science course. Given a bag of items…
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2013
2013
WEIGHTED MAJORITY RULE FOR HYBRID CELLULAR AUTOMATA TOPOLOGY AND NEIGHBORHOOD
A. Andreica
,
Camelia Chira
2013
Corpus ID: 16082802
Evolution rules for Cellular Automata (CAs) able to perform computational tasks which require global coordination highlight an…
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2012
2012
Dynamics of Networks Evolved for Cellular Automata Computation
Anca Gog
,
Camelia Chira
Hybrid Artificial Intelligence Systems
2012
Corpus ID: 32512309
Cellular Automata (CAs) represent useful and important tools in the study of complex systems and interactions. The problem of…
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2011
2011
Genetic Algorithm for the solution of majority problem
H. P. M. Melo
2011
Corpus ID: 131449875
Many natural and social systems exhibit globally organized behavior without the aid of a centralized control. Examples of such…
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2006
2006
The best currently known class of dynamically equivalent cellular automata rules for density classification
P. D. Oliveira
,
José C. Bortot
,
G. Oliveira
Neurocomputing
2006
Corpus ID: 28137407
2004
2004
Variants of the majority problem
M. Aigner
Discrete Applied Mathematics
2004
Corpus ID: 2377731
2004
2004
Evolving Transition Rules for Multi Dimensional Cellular Automata
Ron Breukelaar
,
Thomas Bäck
International Conference on Cellular Automata for…
2004
Corpus ID: 2426645
Genetic Algorithms have been used before to evolve transition rules for one dimensional Cellular Automata (CA) to solve e.g. the…
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2003
2003
Two-dimensional cellular automata of radius one for density classification task p=1/2
Rene Reynaga
,
E. Amthauer
Pattern Recognition Letters
2003
Corpus ID: 206037095
2002
2002
Discovery of the Boolean Functions to the Best Density-Classification Rules Using Gene Expression Programming
Cândida Ferreira
European Conference on Genetic Programming
2002
Corpus ID: 15825874
Cellular automata are idealized versions of massively parallel, decentralized computing systems capable of emergent behaviors…
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1995
1995
Hierarchical mixture of experts and Max-Min propagation neural networks
P. Estévez
,
R. Nakano
International Conference on Neural Networks
1995
Corpus ID: 122663580
The max-min propagation neural network model is considered as a hierarchical mixture of experts by replacing the max (min) units…
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