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>> No.3841160 [View]
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3841160

>>3841117
Here is kittenis's experiment
http://archived.parapsych.org/papers/06.pdf

>> No.3831561 [View]
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3831561

I need help from someone who is familiar with convergence proofs. I think there is a mistake in the question, but don't know for sure.

Task is:
for n element of N (naturals) let f_n : [0,1] -> R (reals) be the function f_n(t) = t^n. The task is to show that the sequence
(f_n) converges to 0. The way I see it, it cannot converge (to 0) if t = 1, because all elements of (f_n) would be 1. Is there a
mistake in the question i.e. it should be f_n : [0,1) -> R or am I not getting something? Although this is homework help,
I am not asking you to do it for me, just tell me if the question should be [0,1).

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