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seen Oct 22 at 18:37

Jul
2
awarded  Curious
May
25
awarded  Popular Question
May
14
accepted Product of CW complexes question
May
13
comment Product of CW complexes question
Oh OK. So you're saying that just because $D^{p+q} \cong D^p \times D^q$ the iso on the boundaries will follow? Huh that was really simple after all! Thanks!
May
13
asked Product of CW complexes question
May
6
accepted How to make sense of the inverse image of a Weil divisor?
May
5
asked How to make sense of the inverse image of a Weil divisor?
Mar
13
revised 3-fold connected covers of punctured torus
deleted 135 characters in body
Mar
11
revised 3-fold connected covers of punctured torus
edited tags
Mar
11
revised 3-fold connected covers of punctured torus
added 94 characters in body
Mar
11
asked 3-fold connected covers of punctured torus
Feb
20
awarded  Teacher
Sep
10
awarded  Yearling
May
1
comment Function that cannot be extended continuously out of sphere
Thanks. I wasn't actually interested in S^n itself but had in my mind a general compact subset hence I did not give much thought to the (obvious) solution above.
May
1
accepted Function that cannot be extended continuously out of sphere
May
1
asked Function that cannot be extended continuously out of sphere
Mar
18
accepted Showing an analytic map has closed irreducible image
Mar
17
comment Showing an analytic map has closed irreducible image
If we define variety as integral separated scheme of finite type (here over $\mathbb C$) isn't it Hausdorff then?
Mar
17
comment Showing an analytic map has closed irreducible image
Isn't it true that $Y$ is necessarily Hausdorff since it is a variety? I think this follows from the requirement that it should be separated, but am not 100% sure. Do you have a reference for why this is true if $Y$ is Hausdorff?
Mar
17
revised Showing an analytic map has closed irreducible image
added 136 characters in body