The idea that there is such a thing as analogue computation is a classic oxymoron. The logic of the digital is computation and vice versa. (Now let's see how quickly this thread devolves.)
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... within which you can get terminating computational function. This subtly undermines the sloppy distinction between countable ordinals as Digital and uncountable reals as analogue.
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Moreover, all real computers at the end of the day can be identified as physical systems. What lead to their identification as computers is that they are rule-bound systems.
End of conversation
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