Wolfram Demonstrations Project
Cellular Automata
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Demonstrations 81 - 100 of 280
Neighbor-Dependent Substitution Systems of Two KindsTwo-Color Mobile Automata with NeighborsGeneralized Mobile AutomataCellular Automata with Majority RuleSubstitution Systems for Elements of Two Kinds
Neighbor-Dependent Substitution Systems of Two Kinds
Two-Color Mobile Automata with Neighbors
Generalized Mobile Automata
Cellular Automata with Majority Rule
Substitution Systems for Elements of Two Kinds
Replicating Patterns in 2D Binary Cellular Automata with the Parity RuleTwo-Color Left/Right Mobile AutomataSimulating Flickering Fire with Noisy Cellular Automaton2D Cellular Automaton AnimationsReal-Time Simulation of the Game of Life
Replicating Patterns in 2D Binary Cellular Automata with the Parity Rule
Two-Color Left/Right Mobile Automata
Simulating Flickering Fire with Noisy Cellular Automaton
2D Cellular Automaton Animations
Real-Time Simulation of the Game of Life
Five-Neighbor 2D Totalistic Cellular AutomataGreenberg-Hastings Model2D 2C R1 Cellular Automaton on a Triangular Grid2D Cellular Automaton on a Triangulated SurfaceCluster Cellular Automata
Five-Neighbor 2D Totalistic Cellular Automata
Greenberg-Hastings Model
2D 2C R1 Cellular Automaton on a Triangular Grid
2D Cellular Automaton on a Triangulated Surface
Cluster Cellular Automata
2D Triangular Cellular Automata on a Distorted Grid with HolesSubstitution System Defined by Splitting Each Cell into NineFully Random, Five-Rule Interactive Cellular Automata (ICA)Prospecting for Complexity in k=3, r=1 Cellular AutomataA Cellular Automaton-Based Heat Equation
2D Triangular Cellular Automata on a Distorted Grid with Holes
Substitution System Defined by Splitting Each Cell into Nine
Fully Random, Five-Rule Interactive Cellular Automata (ICA)
Prospecting for Complexity in k=3, r=1 Cellular Automata
A Cellular Automaton-Based Heat Equation

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