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  • 22 votes cast
Sep
15
accepted Inductive limit of separable Banach spaces
Sep
13
awarded  Autobiographer
Sep
13
answered Inductive limit of separable Banach spaces
Sep
13
asked Inductive limit of separable Banach spaces
Jul
25
awarded  Informed
Jul
25
awarded  Critic
May
19
accepted Characters of a compact group with uniform positivity over $G$
May
19
revised Characters of a compact group with uniform positivity over $G$
edited tags
May
19
asked Characters of a compact group with uniform positivity over $G$
May
19
accepted Subgroups of $GL(2, \Bbb{R})$
May
18
accepted A reference for the Tannaka-Krein theorem
May
15
answered A reference for the Tannaka-Krein theorem
May
14
asked A reference for the Tannaka-Krein theorem
Apr
8
revised Subgroups of $GL(2, \Bbb{R})$
added 41 characters in body
Apr
8
comment Subgroups of $GL(2, \Bbb{R})$
That was a typo, I meant a proper subgroup of $GL(2,\Bbb{R})^+=\{a \in GL(2, \Bbb{R}):\ \det(a)>0\}$.
Apr
8
asked Subgroups of $GL(2, \Bbb{R})$
Apr
6
comment $\mathbb{R}^2$ as a quotient of a group
Thanks for the first example, but the second example is homeomorphic to the product of $\mathbb{R}^2$ with a singleton.
Apr
6
accepted $\mathbb{R}^2$ as a quotient of a group
Apr
6
comment $\mathbb{R}^2$ as a quotient of a group
I fixed that! I meant as two topological sets they are homeomorphic.
Apr
6
revised $\mathbb{R}^2$ as a quotient of a group
I replaces "in a bijection relation" by "homeomorphic".