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Nov
14
suggested suggested edit on Spin structures on $S^1$ and Spin cobordism
Aug
9
awarded  Teacher
Mar
20
accepted what are the holomorphic curves in $T^{*}S^3$ with boundary on the zero section?
Mar
20
comment what are the holomorphic curves in $T^{*}S^3$ with boundary on the zero section?
I came to the conclusion you describe shortly after asking this question. I would like to hear what you have to say about the case with punctures if you would, however.
Feb
12
asked what are the holomorphic curves in $T^{*}S^3$ with boundary on the zero section?
Dec
6
awarded  Critic
Dec
6
revised ring of invariants for E6 singularity
added 72 characters in body
Dec
5
asked ring of invariants for E6 singularity
Nov
3
answered Smooth Monotone $\mathbb{R}^3$ curve with constant (nontrivial) curvature
Sep
21
awarded  Tumbleweed
Aug
28
awarded  Supporter
Aug
4
asked Identify this combinatorial construction
May
15
awarded  Scholar
May
15
comment injective holomorphic functions
Indeed. Thanks!
May
15
accepted injective holomorphic functions
May
15
revised injective holomorphic functions
added 103 characters in body
May
15
comment injective holomorphic functions
Thanks. How about simply connected regions?
May
14
asked injective holomorphic functions
Feb
2
answered How many consecutive composite integers follow k!+1?
Aug
27
awarded  Student