statistical mechanics of cellular automata
Statistical mechanics of cellular automata refers to the study of complex systems composed of simple interacting elements called automata. It utilizes statistical methods to understand the macroscopic behavior and properties of these systems, such as convergence, stability, and phase transitions, by examining the collective behavior arising from the rules governing individual automaton interactions.
Requires login.
Related Concepts (1)
Similar Concepts
- applications of cellular automata
- applications of cellular automata in physics
- cellular automata in biological physics
- cellular automata in computational physics
- cellular automata in game theory
- cellular automata in mathematics
- cellular automata in statistical physics
- cellular automata in theoretical computer science
- computational models of cellular automata
- dynamics of cellular automata
- dynamics of interconnected cellular automata
- evolutionary dynamics in cellular automata
- quantum simulation of physical systems using cellular automata
- self-organization in cellular automata
- statistical properties of cellular automata