1,692 reputation
926
bio website fuz.su/~fuz
location Berlin, Germany
age 20
visits member for 3 years, 11 months
seen yesterday

I am a student of computer science and mathematics at the Humboldt University of Berlin.


Mar
4
awarded  Good Question
Jan
1
awarded  Yearling
Dec
12
awarded  Nice Question
Dec
5
awarded  Nice Answer
Oct
31
awarded  Taxonomist
Oct
23
awarded  Popular Question
Oct
18
asked Squaring modulo n — is there a systematic way to generate the fixpoints?
Sep
30
awarded  Popular Question
Sep
8
revised The inverse of the inscribed angle theorem
added 44 characters in body
Sep
8
comment The inverse of the inscribed angle theorem
I am sorry. I usually don't ignore the orientation of angles. I should've made that clear beforehand.
Sep
8
comment The inverse of the inscribed angle theorem
Nice and easy. Thank you!
Sep
8
accepted The inverse of the inscribed angle theorem
Sep
8
comment The inverse of the inscribed angle theorem
In the second case, the sign of the angle $\angle ACB$ is negative. The equation $2\angle ACB=\angle AMB$ does not holds if the signs do not match.
Sep
8
comment The inverse of the inscribed angle theorem
@Karolis I fixed the error. My bad :-(
Sep
8
revised The inverse of the inscribed angle theorem
deleted 11 characters in body
Sep
8
comment The inverse of the inscribed angle theorem
@KarolisJuodelÄ— No. C can be anywhere but the constraint on the angle $\angle ACB$ must hold.
Sep
8
asked The inverse of the inscribed angle theorem
Jun
21
comment Evaluating $\int_0^{\sqrt{3}}{\frac{\sqrt{1+x^2}}{x}}\,dx$
Try wolframalpha.com for evaluating integrals. It even shows a step-by-step-solution!
Jun
21
comment Given a Turing Machine T, create another Turing machine T2 such that L(T) $\neq$ L(T2)
Theorem of rice?
Jun
21
comment An equivalent statement for convergence
@clark Didn't knew that. Thanks for pointing that out! Please close my question.