User contributions for Bltzmnn.k
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26 January 2018
- 09:0509:05, 26 January 2018 diff hist +173 Definition talk:Hilbert Space No edit summary
1 September 2017
- 11:2311:23, 1 September 2017 diff hist −4 m Closed Subspace of Compact Space is Compact No edit summary
- 07:4607:46, 1 September 2017 diff hist −256 Compact in Subspace is Compact in Topological Space I summarized existing proof.
31 August 2017
- 18:3718:37, 31 August 2017 diff hist −41 Intersection of Closed Set with Compact Subspace is Compact/Proof 1 No edit summary
- 18:3318:33, 31 August 2017 diff hist +116 Talk:Compact in Subspace is Compact in Topological Space No edit summary current
- 18:0818:08, 31 August 2017 diff hist +1 Intersection of Closed Set with Compact Subspace is Compact/Proof 1 No edit summary
- 18:0818:08, 31 August 2017 diff hist +1,310 N Compact in Subspace is Compact in Topological Space Created page with "== Theorem == Let $T=\left(S,\tau\right)$ be a topological space. Let $K\subseteq S$ be compact in $T$. Let $\tau_{K}$ be the subspace topo..."
- 02:4302:43, 31 August 2017 diff hist 0 Closed Subspace of Compact Space is Compact Undo revision 314332 by Bltzmnn.k (talk)
- 02:4102:41, 31 August 2017 diff hist 0 Closed Subspace of Compact Space is Compact No edit summary
- 02:2502:25, 31 August 2017 diff hist +7 Talk:Intersection of Closed Set with Compact Subspace is Compact/Proof 1 No edit summary
- 02:1802:18, 31 August 2017 diff hist +442 Talk:Intersection of Closed Set with Compact Subspace is Compact/Proof 1 No edit summary
- 01:5301:53, 31 August 2017 diff hist +34 Closed Subspace of Compact Space is Compact No edit summary
30 August 2017
- 15:5915:59, 30 August 2017 diff hist +685 Intersection of Closed Set with Compact Subspace is Compact/Proof 1 Undo revision 314123 by Bltzmnn.k (talk)
- 14:0314:03, 30 August 2017 diff hist −685 Intersection of Closed Set with Compact Subspace is Compact/Proof 1 Undo revision 314122 by Bltzmnn.k (talk)
- 13:5613:56, 30 August 2017 diff hist +685 Intersection of Closed Set with Compact Subspace is Compact/Proof 1 Existing proof is consist of two propositions. But combination of two proposition says only $H\cap K$ is compact in $T_K$ not in $T$. Therefore additional procedure is needed.
26 August 2017
- 14:5214:52, 26 August 2017 diff hist +4 Talk:Cauchy Sequence is Bounded/Real Numbers No edit summary
- 14:5114:51, 26 August 2017 diff hist +290 Talk:Cauchy Sequence is Bounded/Real Numbers No edit summary
- 11:1811:18, 26 August 2017 diff hist +595 Cauchy Sequence is Bounded/Real Numbers Existing proof is proved only when n is bigger than N, and it is insufficient. I show additionally the case when n is less than or equal to N.
24 July 2017
- 04:5704:57, 24 July 2017 diff hist 0 Totally Bounded Metric Space is Bounded No edit summary
23 July 2017
- 07:1007:10, 23 July 2017 diff hist −1 Compact Metric Space is Totally Bounded No edit summary
- 07:0907:09, 23 July 2017 diff hist +2 m Compact Metric Space is Totally Bounded Typos