Another, well, interesting but not necessarily "challenging" problem from the series of problems that I started posting a few days ago. I hope you'll like it! (Smile)

Suppose the integer is given. Evaluate

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- Mar 30th 2009, 02:59 AMNonCommAlgCalculus I: (multi) infinite sums
Another, well, interesting but not necessarily "challenging" problem from the series of problems that I started posting a few days ago. I hope you'll like it! (Smile)

Suppose the integer is given. Evaluate - Apr 1st 2009, 01:52 AMbakerconspiracy
What is this, N Sums from 1 to infinity of ?

What is the context of this problem? What are you trying to do with it; Since j and n are in**N**, this is a subseries of , so I believe this will diverge no matter what. (could be wrong here)

Almost looks like the end of an induction proof of sorts. Let me know if I can help you work on this, looks fun. - Apr 1st 2009, 03:51 AMmr fantastic
- Apr 1st 2009, 08:37 AMNonCommAlg
here's a hint:

- Apr 1st 2009, 10:40 AMbobak
is it ?

Bobak - Apr 1st 2009, 12:58 PMbkarpuz
- Apr 1st 2009, 08:06 PMNonCommAlg
- Apr 1st 2009, 08:10 PMo_O
Calc I ? What university did you go to (Surprised) Sheesh! lol.

- Apr 1st 2009, 08:21 PMNonCommAlg
- Apr 1st 2009, 08:28 PMo_O
Haha guess that says a lot about the education at the university I go to. At the very least, this would be Calc III material and that's without the recognition of the zeta function ! (Thinking)

Guess SFU is that far ahead, huh? ;) - Apr 1st 2009, 08:40 PMNonCommAlg
- Apr 1st 2009, 08:48 PMo_O