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41m
revised Calculating the distribution of a compound random variable
added 126 characters in body
51m
comment Calculating the distribution of a compound random variable
@wolfies Oh sorry. That was supposed to be $U$. For uniform.
51m
revised Calculating the distribution of a compound random variable
edited body
56m
asked Calculating the distribution of a compound random variable
Apr
21
comment Find domain of $f$ where $f(z)=\ln(z^2-5z+6)$
@Did Oh man. You're right. The image falls in the condition I set, not the domain. So it's just the roots of the polynomial? That sounds a bit too simple.
Apr
21
asked Find domain of $f$ where $f(z)=\ln(z^2-5z+6)$
Apr
21
comment Develop the Taylor series of $\ln(z^2-5z+6)$ in $z=0$
@DavidHolden Oh. I did manage to find it.
Apr
21
comment Develop the Taylor series of $\ln(z^2-5z+6)$ in $z=0$
@DavidHolden This doesn't tell me what mistake I made since I didn't use the known expansion for $\log$
Apr
21
asked Develop the Taylor series of $\ln(z^2-5z+6)$ in $z=0$
Apr
20
accepted Calculate complex integral $\int_\Gamma\frac{\ln(z+5)}{z^3+iz^2+6z}$
Apr
20
asked Calculate complex integral $\int_\Gamma\frac{\ln(z+5)}{z^3+iz^2+6z}$
Mar
30
revised How can there exist a Liouville number?
added 4 characters in body
Mar
30
comment How can there exist a Liouville number?
@WolfgangBangerth You're right. Thanks for spotting that. I'll edit the question.
Mar
29
accepted How can there exist a Liouville number?
Mar
29
comment How can there exist a Liouville number?
Oh, damn. Figures it's just bad reading on my part... Thanks for the answer.
Mar
29
asked How can there exist a Liouville number?
Mar
25
awarded  Teacher
Mar
24
answered Fastest approach path to a moving object
Mar
24
comment Fastest approach path to a moving object
Nice argument. In the mean time I constructed my on reasoning which I will post as a separate answer, but I accepted yours.
Mar
24
accepted Fastest approach path to a moving object