David
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 Feb 17 awarded Curious Sep 24 awarded Autobiographer Nov 8 awarded Popular Question Nov 26 accepted conformal mapping in complex analysis Nov 26 awarded Commentator Nov 26 comment conformal mapping in complex analysis I will try to follow. Thanks again. Nov 26 comment conformal mapping in complex analysis thanks. I need some time to digest. Honestly, I am a new graduate student and I am not professional in this area. Nov 26 comment conformal mapping in complex analysis can you explain more clearly? Nov 26 comment conformal mapping in complex analysis D is the unit disk. Nov 26 asked conformal mapping in complex analysis Nov 13 revised chi-square distribution: determining the constants c and d added 108 characters in body Nov 13 answered chi-square distribution: determining the constants c and d Aug 6 accepted Dimension of space of $4\times 4$ matrices that centralize a given matrix Aug 5 comment real analysis problem 1/n neighborhood I will try to do the double direction thing. Aug 5 comment real analysis problem 1/n neighborhood I am just trying to prove it throught definition. I consider that $A_1 \supset A_2 \supset .... \supset A_n$, so that $A_n$ has the same feature with the definition of closure. But I can not work out a clear proof. Aug 5 asked real analysis problem 1/n neighborhood Aug 5 accepted $f(x)$ absolutely continuous $\implies e^{f(x)}$ absolutely continuous, for $x \in [a,b]$? Aug 5 asked $f(x)$ absolutely continuous $\implies e^{f(x)}$ absolutely continuous, for $x \in [a,b]$? Aug 3 asked Find a one-to-one correspondence between $[0,1]$ and $(0,1)$. Aug 1 comment Showing its minimal polynomial has a multiple root, given some facts about a linear operator $p_\alpha$ is the T-annihilator associated to $\alpha$, which divides $p_T$. can you offer me some hints?