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Stochastic cellular automaton

Known as: PCA, Probabilistic Cellular Automata, Stochastic cellular automata 
Stochastic cellular automata or 'probabilistic cellular automata' (PCA) or 'random cellular automata' or locally interacting Markov chains are an… 
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Related topics

Related topics

13 relations
Cellular Potts modelCellular automatonComplex systemDynamical system

Broader (1)

Self-organization

Papers overview

Semantic Scholar uses AI to extract papers important to this topic.
2016
2016
A probabilistic cellular automata ant memory model for a swarm of foraging robots
Foraging is one of the most popular tasks for multi-robot systems and it can be considered a metaphor for a broad class of… 
2016
2016
Latent heat and the Fourier law
2014
2014
Markovianity of the invariant distribution of probabilistic cellular automata on the line
2010
2010
Analytic approach to stochastic cellular automata: exponential and inverse power distributions out of Random Domino Automaton
We introduce the stochastic domino cellular automaton model exhibiting avalanches. Depending of the choice of the parameters, the… 
2009
2009
Computing with Probabilistic Cellular Automata
We investigate the computational capabilities of probabilistic cellular automata by means of the density classification problem… 
2006
2006
Stochastic Cellular-Automaton Model for Traffic Flow
In recent studies on traffic flow, cellular automata (CA) have been efficiently applied for simulating the motion of vehicles… 
2006
2006
Spreadable Probabilistic Cellular Automata Models: An Application in Epidemiology
Many important physical processes reveal spreadable phenomena which describe the expansion with time of a given spatial property… 
1998
1998
A STOCHASTIC CELLULAR AUTOMATA APPROACH TO CELLULAR DYNAMICS FOR HIV : EFFECT OF VIRAL MUTATION
1995
1995
Traffic jam dynamics in stochastic cellular automata
A latch for a circuit interrupter is provided wherein a movable member having a contact attached thereto is latched in a selected… 
1990
1990
Probabilistic Cellular Automata: Some Statistical Mechanical Considerations
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