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PaulRobinson | 22 days ago
The first programs he wrote for the Atlas and the Mark II ("the Baby"), seem to have been focused on a theory he had around how animals got their markings.
They look a little to me (as a non-expert in these areas, and reading them in a museum over about 15 minutes, not doing a deep analysis), like a primitive form of cellular automata algorithm. From the scrawls on the print outs, it's possible that he was playing with the space of algorithms not just the algorithms themselves.
It might be worth going back and looking at that early work he did and seeing it through this lens.
gnfargbl|22 days ago
psychoslave|22 days ago
https://fr.wikipedia.org/wiki/Turtles_All_the_Way_Down
https://en.wikipedia.org/wiki/Doctor_of_Philosophy
https://en.wikipedia.org/wiki/Wikipedia:Getting_to_Philosoph...
https://xefer.com/2011/05/wikipedia
https://snap.stanford.edu/class/cs224w-2013/projects2013/cs2...
mathgradthrow|22 days ago
ontouchstart|22 days ago
https://youtu.be/wQbFkAkThGk
gilleain|22 days ago
https://en.wikipedia.org/wiki/Reaction%E2%80%93diffusion_sys...
The idea iiuc, is that pattern formation in animals depends on molecules diffusing through the growing system (the body) and reacting where the waves of molecules overlap.
Kim_Bruning|22 days ago
More recently I've gotten into all sorts of debates on HN by people who like Searle. Often the argument goes "Turing is all wrong, he knows nothing about biology."
Turns out towards the end of his life he was applying his knowledge to biology. Most of which experimentally verified, besides!
(ps. just to be sure: Never wondered how DNA encodes the trick? You started out as a clump of cells, all the same. How did one part decide to become the tip of your nose, and the other the tips of your toes? Segmentation controlled by Turing patterns all the way down!)
oulipo2|22 days ago
SideburnsOfDoom|22 days ago
https://en.wikipedia.org/wiki/Formal_system
lupire|22 days ago
Formal Systems is the study of logical systems themselves.
Ruliology is a study of what actual systems do.
It's doing the arithmetic computations and looking at the results, not the abstract algebra.
nurettin|22 days ago