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- From: jf41+@andrew.cmu.edu (Jonathan R. Ferro)
- Newsgroups: comp.theory.cell-automata
- Subject: Re: I saw these really colourful cellular automata - what are they?
- Message-ID: <4fN1l7200VokQ6fopU@andrew.cmu.edu>
- Date: 25 Jan 93 06:58:47 GMT
- Article-I.D.: andrew.4fN1l7200VokQ6fopU
- References: <1993Jan22.184410.18894@spider.co.uk>
- Organization: Carnegie Mellon, Pittsburgh, PA
- Lines: 24
- In-Reply-To: <1993Jan22.184410.18894@spider.co.uk>
-
- michaelr@spider.co.uk (Michael S. A. Robb) writes:
- > 1 2 3 Generation
- > ........ ........ ........
- > ..*@.... ...*@... ....*@.. These shapes seemed to be able to move in
- > ...*@... ....*@.. .....*@. any of four directions.
- > ...*@... ....*@.. .....*@.
- > ........ ........ .......
- >
- > Does anyone know what algorithms are being used and/or any references
- > I could check up?
-
- This is a rule called "neurons" in the Toffoli and Margolis book. The
- rule is that "resting" (.) goes to "firing" (@) if exactly two adjacent
- cells of the eight are firing (@). Firing (@) always goes to
- "refracting" (*), regardless of neighborhood (note difference from the
- wireworld rule), and refracting (*) always goes to resting (.)
- regardless of neighborhood. The names of the three states are taken
- from neurophysiology, as the requirement of a refractory period is
- intended to simulate neuronal activity.
-
- This rule is especially fun to watch in a large wraparound (toroidal)
- field starting from a relatively sparse random filling.
-
- -- Jon Ferro Einsprachigkeit ist heilbar
-