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seen Aug 12 at 3:23

Aug
17
awarded  Popular Question
Aug
5
comment Homeomorphism between two subspaces
I still don't know how this is sufficient.
Aug
5
comment Homeomorphism between two subspaces
Wait, how does this say $f$ is continuous? I assume that's what you meant when you say "airing the components"? Or did I miss something form this answer…?
Aug
5
comment What is geometry, algebra, or topology?
What about number theory? Isn't that like a mix of everything? Almost…?
Aug
5
asked Homeomorphism between two subspaces
Aug
5
accepted True and false questions whether combinations of entire functions are still entire functions
Aug
4
accepted Polar form of complex numbers.
Aug
4
comment Polar form of complex numbers.
Ohhh I forgot about that! Thanks.
Aug
4
asked Polar form of complex numbers.
Aug
3
comment True and false questions whether combinations of entire functions are still entire functions
@everyone, I did mean $f(z) = Re(z) = x.$ And I forgot that $x$ is not entire.
Aug
3
reviewed Approve suggested edit on True and false questions whether combinations of entire functions are still entire functions
Aug
2
comment True and false questions whether combinations of entire functions are still entire functions
@GitGud, I got this from a book. The book is written by "Saff and Snider"
Aug
2
asked True and false questions whether combinations of entire functions are still entire functions
Aug
2
comment Correct this problem in complex numbers
Why is finding the maximizers for $\displaystyle\frac{82+18\cos2\theta}{85+36\cos2\theta}$ the same as $\displaystyle\frac{1}{85+36\cos2\theta}$
Jul
29
comment Correct this problem in complex numbers
I am not following the second iff
Jul
27
comment Correct this problem in complex numbers
Can you explain the "clearly, the maximum and" part…?
Jul
27
comment For all complex numbers with $|z|=2$, inequality $2\le |z-4|\le 6$ holds
Yeah this is helpful
Jul
27
accepted Correct this problem in complex numbers
Jul
26
comment Correct this problem in complex numbers
@PaulSundheim, where did you get that from?
Jul
26
comment Correct this problem in complex numbers
I am the questioner, but I got this from a book I found.