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A cellular automaton ( cellular automata plural, or CA for short) is a model of a system of cell objects with the following characteristics: The cells live on a grid. (I’ll include examples in both one and two dimensions in this chapter, though a CA can exist in any finite number of dimensions.)
Page ID. “ Automaton ” (plural: “automata”) is a technical term used in computer science and mathematics for a theoretical machine that changes its internal state based on inputs and its previous state. The state set is usually defined as finite and discrete, which often causes nonlinearity in the system’s dynamics.
30 de set. de 2019 · Shellular automata. Source 2D Cellular Automata: Conway’s Game of Life. Now that you’re familiar with the basic “1D” CAs, I want to show you what you can do with 2D CAs. The results are remarkable because the CAs look to be “alive”. Whenever I run these programs I feel like I have a petri dish living inside my computer.
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1 Introduction. A cellular automaton (CA) is a discrete dynamical system that consists of an infinite array of cells. Each cell has a state from a finite state set. The cells change their states according to a local update rule that provides the new state based on the old states of the cell and its neighbors.
Cellular automata are simple models of computation which exhibit fascinatingly complex behavior. They have captured the attention of several generations of researchers, leading to an extensive body of work. Here we trace a history of cellular automata from their beginnings with von Neumann to the present day.
Cellular automata are a central example of Stephen Wolfram's science, and of simple programs in the computational universe. Explore some of their amazingly rich and varied behavior here. See Wolfram's rule 30, and then choose more colors to explore rules that have probably never been seen before. Contributed by: Stephen Wolfram (March 2011)
