106 reputation
2
bio website alismayilov.me
location Baku, Azerbaijan
age
visits member for 2 years, 8 months
seen Jul 26 '13 at 8:59

Feb
5
comment Hilbert basis of $L^2([-1,1])$?
No, I have not checked it.
Feb
4
awarded  Student
Feb
4
awarded  Editor
Feb
4
revised Hilbert basis of $L^2([-1,1])$?
added 153 characters in body; edited title
Feb
4
comment Hilbert basis of $L^2([-1,1])$?
I am editing now
Feb
4
comment Hilbert basis of $L^2([-1,1])$?
Yes, I know. I would like to check that my solution is correct or not?
Feb
4
asked Hilbert basis of $L^2([-1,1])$?