David
Reputation
Top tag
Next privilege 100 Rep.
Edit community wikis
 Sep24 awarded Autobiographer Nov8 awarded Popular Question Nov26 accepted conformal mapping in complex analysis Nov26 awarded Commentator Nov26 comment conformal mapping in complex analysis I will try to follow. Thanks again. Nov26 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. Nov26 comment conformal mapping in complex analysis can you explain more clearly? Nov26 comment conformal mapping in complex analysis D is the unit disk. Nov26 asked conformal mapping in complex analysis Nov13 revised chi-square distribution: determining the constants c and d added 108 characters in body Nov13 answered chi-square distribution: determining the constants c and d Aug6 accepted Dimension of space of $4\times 4$ matrices that centralize a given matrix Aug5 comment real analysis problem 1/n neighborhood I will try to do the double direction thing. Aug5 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. Aug5 asked real analysis problem 1/n neighborhood Aug5 accepted $f(x)$ absolutely continuous $\implies e^{f(x)}$ absolutely continuous, for $x \in [a,b]$? Aug5 asked $f(x)$ absolutely continuous $\implies e^{f(x)}$ absolutely continuous, for $x \in [a,b]$? Aug3 asked Find a one-to-one correspondence between $[0,1]$ and $(0,1)$. Aug1 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? Aug1 comment Showing its minimal polynomial has a multiple root, given some facts about a linear operator I corrected some writting, it didnot get answer for the day