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"circular" operators, "circular" derivatives, and "circular" tetration.

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"circular" operators, "circular" derivatives, and "circular" tetration.
JmsNxn Offline
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#6
06/18/2022, 01:22 AM
(06/18/2022, 12:43 AM)tommy1729 Wrote: this is a curious thread.

But cxp(x) satisfies the nice equation 

f ' (x) = f( - x)

now I know you like fractional derivatives so

D^z f(x) = f( (-1)^z x)

or

D^z f(x) = f( cos(pi z) x)

???

regards

tommy1729

Lol, I was like 18 years old when I made this thread tommy. It's hot garbage!
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RE: "circular" operators, "circular" derivatives, and "circular" tetration. - by JmsNxn - 06/18/2022, 01:22 AM

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