ALL functions are continous!
- From: "NILS BÖRJESSON" <borje@xxxxxxxxxxxx>
- Date: Mon, 30 Jan 2006 00:28:59 GMT
I strongly Belive that every function from the whole real line
To the reals is continous.
So bee it, because the real line is continous.
I also strongly Belive that every such function
Is INFINITY DIFFERENTIABLE.
So bee it, because every such function is a general distribution=
bottle-function.
BUT I'M: WHY NOT every such function bee
RIEMANN integrable.
Now over too something completly different:
If you let the derivate of a number bee
such that D(AB)=D(A).B+D(B).A
AND D(e)=e
then one soloution is:
The number 5 have the derivate 5.ln5
The number 6 have the derivate 6.ln6
ETC.
The number -5 have the derivate -5.ln5
The number -6 have the derivate -6.ln5
ETC.
.
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