Continuously Iterating Modular Arithmetic

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Continuously Iterating Modular Arithmetic

JmsNxn Offline

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07/19/2022, 01:38 AM

It's idempotent Catullus.

There is no continuous iteration.

if \(f^{\circ n}(x) = f(x)\) then that's it, there's no fractional iteration....

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RE: Continuously Iterating Modular Arithmetic - by JmsNxn - 07/19/2022, 01:38 AM

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