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Rule 110 as it
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Rule 110 as it
Contents
List of Figures
List of Tables
Overview
Rule 110 as a consequence of triangular tiles
The simplest mosaics according to Rule 110
T1 mosaic
T2 mosaic
T3 mosaic
crystallography of the ether tile
T4 mosaic
T5 mosaic
General properties of Rule 110
interpretation of graphs
the de Bruijn diagrams
cycle, or basin, diagrams
ancestors and symbolic de Bruijn matrices
subset diagram
mean field probability
Gliders not using the ether tile
two right in five generations
four left in six generations
one left in six generations
Cook's A-gliders, with forward velocity 2/3 c
tiling approach
de Bruijn approach
non-existence of (4,6) A-bar gliders
Cook's B-gliders, with backward velocity -c/2
tiling approach to the B gliders at -2 in 4 generations
de Bruijn approach to the B gliders
tiling by B-bar gliders at -6 in 12 generations
Cook's C gliders, static with velocity 0
tiling approach
de Bruijn approach
Cook's D-gliders, forward velocity c/5
Cook's E-gliders, velocity -4/15 c ( -c/4)
tiling approach to -4/15 gliders
tiling approach to -8/30 gliders
Cook's F-glider, backward velocity -c/9
Cook's G-gliders, backward velocity -c/3
Cook's H-glider, velocity -18/92 c ( -c/5)
Cook's glider gun, velocity -20/77 ( -c/4).
Glider collisions
the A - B collision vanishes
an A - C collision makes an F
Acknowledgements
References
About this document ...
Harold V. McIntosh
E-mail:mcintosh@servidor.unam.mx