"circular" operators, "circular" derivatives, and "circular" tetration.
#9
(06/19/2022, 08:19 PM)JmsNxn Wrote:
(06/18/2022, 11:48 PM)tommy1729 Wrote: ah yes but how about the fractional derivatives ? Smile

is that garbage too ? 

why prefer one garbage over another ? Smile

Im not convinced by fractional derivatives nor their applications like interpolation and such.

I find it funny that you can define the fractional derivatives in infinitely many ways but only makes sense for integers imo ...

Tommy, for you to so explicitly call fractional derivatives is garbage shows me how little you understand about it.

Yes, you can also define exponentiation INFINITELY many ways, but there is one which satisfies a uniqueness condition.

There's only one mellin transform. Don't be a dunce.

what are you talking about ?

Maybe I know little about fractional derivatives.

But how is it not an arbitrary thing ?

What uniqueness criterion ?  And why that one ? 

I know Mellin transform. so ?

You sure you dont mean laplace transforms ?

enlighten me.

regards

tommy1729
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Messages In This Thread
RE: "circular" operators, "circular" derivatives, and "circular" tetration. - by tommy1729 - 06/25/2022, 12:23 PM

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