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Nowhere analytic superexponential convergence
#6
ofcourse Bo !

i just wrote *complex* - analytic to informally point out the difference with real-analytic.

of course i know :

" "Real-analytic" means analytic at a certain interval of the real axis and the function returning real values there. "Analytic" at a point means there is a powerseries development with a non-zero convergence radius. If this is the case then there is disk around this point in the complex plane where the function is analytic/holomorphic "

i thought it was clear i was speaking informally ...

kind of embarrassing for me :/

now knowing that , you might wanna read my post again ?

as i understood sheldon , he means " nowhere-analytic " rather than " nowhere-analytic " on the real axis.

tommysexp is real-analytic.
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RE: Nowhere analytic superexponential convergence - by tommy1729 - 01/29/2011, 12:03 AM

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