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conjecture 666 : exp^[x](0+si)

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conjecture 666 : exp^[x](0+si)
tommy1729 Offline
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#3
05/17/2021, 11:17 PM
It would be very useful to have such an estimate formula !!

The problems reminds me of " the opposite question " where we measure when we get " away " , rather then within boundaries as my conjecture studies ;

see attachement 

regards

tommy1729


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conjecture 666 : exp^[x](0+si) - by tommy1729 - 05/15/2021, 11:14 PM
RE: conjecture 666 : exp^[x](0+si) - by JmsNxn - 05/16/2021, 12:02 AM
RE: conjecture 666 : exp^[x](0+si) - by tommy1729 - 05/17/2021, 11:17 PM

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