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10h
comment Another way of doing integration
Interesting way (+1)
1d
revised Another way of doing integration
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Feb
9
revised Another way of doing integration
added 53 characters in body
Feb
8
revised Another way of doing integration
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Feb
8
comment Another way of doing integration
@GEdgar to me an artist is, amongst other things, someone that doesn't have limits in his/her work (let the creativity fully manifests). The intuition is very precious but hard to explain.
Feb
8
comment Another way of doing integration
@G.Sassatelli it's some stuff usually arising in my work. My intuition tells it has a very nice closed form.
Feb
8
revised Another way of doing integration
added 408 characters in body
Feb
8
asked Another way of doing integration
Feb
7
awarded  Good Question
Feb
5
awarded  Popular Question
Jan
22
awarded  Nice Question
Jan
16
comment Convergence of $\sin{\pi\sqrt{n}}$
Good job there. (+1)
Jan
15
comment Convergence of $\sin{\pi\sqrt{n}}$
Good to have a detailed & nice answer for all points. (+1)
Jan
14
revised Convergence of $\sin{\pi\sqrt{n}}$
edited tags
Jan
14
comment Convergence of $\sin{\pi\sqrt{n}}$
@downnvoter, how about explaining your downvote? If you don't understand my answer it doesn't mean it is wrong.
Jan
14
revised Convergence of $\sin{\pi\sqrt{n}}$
added 66 characters in body
Jan
14
answered Convergence of $\sin{\pi\sqrt{n}}$
Jan
12
comment Another beautiful arctan integral $\int_{1/2}^1 \frac{\arctan\left(\frac{1-x^2}{7 x^2+10x+7}\right)}{1-x^2} \, dx$
Good to know (and I like the form you got). Thanks! (+1)
Jan
10
comment Function on $[a,b]$ that satisifies a Hölder condition of order $\alpha > 1 $ is constant
Good stuff. (+1)
Jan
3
awarded  Nice Question