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10
Math.TechQA.Club
2025-07-02 05:36:58
317
Views
Is a finite codimensional subspace always closed or dense?
Published on
02 Jul 2025 - 5:36
#functional-analysis
#dense-subspaces
1.1k
Views
Any counter-example to Weierstrass-Stone Thm on non-compact spaces
Published on
11 Apr 2025 - 14:30
#functional-analysis
#examples-counterexamples
#dense-subspaces
127
Views
Understanding dense sets
Published on
02 Jul 2025 - 5:46
#real-analysis
#general-topology
#metric-spaces
#dense-subspaces
163
Views
Is it possible to define a topology on the real line such that 0 and non-zero integers are dense but no finite subset of non-zero integers is dense?
Published on
14 Apr 2025 - 13:31
#general-topology
#separable-spaces
#dense-subspaces
51
Views
Characterization of density and adherence in topological space.
Published on
10 Apr 2025 - 21:27
#general-topology
#solution-verification
#dense-subspaces
62
Views
Extension of non-first countable space
Published on
11 Apr 2025 - 2:29
#general-topology
#soft-question
#first-countable
#dense-subspaces
71
Views
How can I show that this set is not dense in $S^1\times S^1$?
Published on
11 Apr 2025 - 13:57
#functional-analysis
#dynamical-systems
#rotations
#dense-subspaces
140
Views
Rudin's RCA Theorem $4.18$.
Published on
17 Apr 2025 - 7:32
#analysis
#hilbert-spaces
#combinations
#orthonormal
#dense-subspaces
58
Views
Hausdorff measure of uncountable dense subsets
Published on
10 Apr 2025 - 18:52
#measure-theory
#hausdorff-measure
#dense-subspaces
53
Views
If $X$ is locally compact, then $\mathrm{Lib}_c (X)$ is dense in $L^p (X, \mu)$ for $p \in [1, \infty)$
Published on
10 Apr 2025 - 19:12
#metric-spaces
#lp-spaces
#lipschitz-functions
#dense-subspaces
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