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## Fourth integration contest

Moderator: galactus

### Fourth integration contest

Thu Jan 02, 2014 2:43 pm
zaidalyafey
Global Moderator

Posts: 354
Maybe it is time for a new season !
$\displaystyle \sum_{k\geq 0}\frac{f^{(k)} (s)}{(s+1)_k} (-s)^{k}= \int^{1}_0x^{s} f(s x) \left( \frac{x}{s}\right) \, dx$

Wanna learn what we discuss , see tutorials

### Re: Fourth integration contest

Thu Jan 02, 2014 4:50 pm

Posts: 850
Location: Jaipur, India

That is a very good idea I was also thinking about starting a new contest but I was afraid anybody would be interested.

Now since every one is showing interest again it seems good to start a contest.

Should we start now?

### Re: Fourth integration contest

Thu Jan 02, 2014 5:04 pm

Posts: 38
Location: India, West Bengal
Definitely, but leave me one or two elliptic what nots, pretty please!

### Re: Fourth integration contest

Thu Jan 02, 2014 5:21 pm