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location Brazil
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visits member for 1 year, 3 months
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7h
answered More about compact.
8h
reviewed Reject suggested edit on Number of states required to recognize $\{ ss : s \in \{ 0 , 1 \}^*, |s| = i \}$ and its complement
8h
answered Check continuity of linear functionals and find norms
8h
reviewed Approve suggested edit on Indefinite Integral Confusion
8h
revised equi integrablity
General corrections
9h
reviewed Approve suggested edit on Computing joint probability
1d
reviewed Approve suggested edit on Laurents Series Expansion Complex Analysis
1d
answered Sufficient condition for equality of two radon measures
2d
answered Separability of functions with compact support
Apr
15
reviewed Edit suggested edit on Symmetric Difference Quesions
Apr
15
revised Symmetric Difference Quesions
imrproved formatting
Apr
14
reviewed Approve suggested edit on Reference-request for $Monomial\ Ideals$
Apr
14
comment Help, check the uniform continuity
What have you tried? Any ideas on how to solve this?
Apr
9
reviewed Edit suggested edit on Definition of dicrete ordering
Apr
9
comment The one to one map between two representations
First, in the notation used, $1_s$ does not make sense, but $1s$ does: it is simply an element of $\mathbb{C}(\Gamma)$ as you defined, since it is a formal sum consisting of only one term (I believe you mean $\mathbb{C}(\Gamma)$ instead of $C(\Gamma)$ in your comment). Obviously. the mapping $s\in\Gamma\mapsto 1s\in\mathbb{C}(\Gamma)$ is injective, so that is the relation you wanted.
Apr
9
revised The one to one map between two representations
added 12 characters in body
Apr
9
revised Non-locally convex topologies on $\mathbb{R}^{n}$ compatible with the vector space structure
added 18 characters in body
Apr
9
revised Non-locally convex topologies on $\mathbb{R}^{n}$ compatible with the vector space structure
added the non-hausdorff case
Apr
8
revised Problem on polynomial in several variable
added 1 characters in body
Apr
8
answered Non-locally convex topologies on $\mathbb{R}^{n}$ compatible with the vector space structure