User contributions for Cañizo
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27 February 2009
24 February 2009
- 22:2522:25, 24 February 2009 diff hist +168 Metric Space Compact iff Complete and Totally Bounded →Proof
- 22:1622:16, 24 February 2009 diff hist +6 m Sequentially Compact Metric Space is Compact →Proof
- 22:1522:15, 24 February 2009 diff hist +1,660 N Sequentially Compact Metric Space is Compact New page: == Theorem == A sequentially compact metric space is compact. == Proof == Let <math>(X,d)</math> b...
- 21:5921:59, 24 February 2009 diff hist 0 m Sequentially Compact Metric Space is Lindelöf No edit summary
- 21:5821:58, 24 February 2009 diff hist +2,626 N Sequentially Compact Metric Space is Lindelöf New page: This article contains the proof that a sequentially compact metric space is [[Definition:Countability Axioms#Lindelöf Space...
- 19:0919:09, 24 February 2009 diff hist +6 m Sequentially Compact Metric Space is Totally Bounded/Proof 2 →Proof
- 19:0819:08, 24 February 2009 diff hist −51 Sequentially Compact Metric Space is Totally Bounded/Proof 2 →Proof: Distance, not absolute value
- 19:0119:01, 24 February 2009 diff hist 0 m Definition talk:Tychonoff Separation Axioms Definition talk:Kolmogorov Separation Axioms moved to Definition talk:Separation Axioms: "Kolmogorov" name not confirmed
- 19:0119:01, 24 February 2009 diff hist 0 m Definition:Tychonoff Separation Axioms Definition:Kolmogorov Separation Axioms moved to Definition:Separation Axioms: "Kolmogorov" name not confirmed
- 19:0019:00, 24 February 2009 diff hist +130 Definition talk:Tychonoff Separation Axioms No edit summary
- 01:4301:43, 24 February 2009 diff hist +6 Totally Bounded Metric Space is Separable →Proof
- 01:1901:19, 24 February 2009 diff hist +3,178 N Totally Bounded Metric Space is Separable New page: == Theorem == A totally bounded metric space is separable and [[Definition:Co...
- 00:2000:20, 24 February 2009 diff hist +185 Definition talk:Tychonoff Separation Axioms No edit summary
- 00:1700:17, 24 February 2009 diff hist −2 m Definition:Tychonoff Separation Axioms →Definition: Normal
23 February 2009
- 20:0420:04, 23 February 2009 diff hist 0 m Sequentially Compact Metric Space is Totally Bounded/Proof 2 No edit summary
- 20:0120:01, 23 February 2009 diff hist +2,531 N Sequentially Compact Metric Space is Totally Bounded/Proof 2 New page: The following result states that a sequentially compact metric space is totally bounded. Ther...
- 19:2119:21, 23 February 2009 diff hist +1 m Totally Bounded Metric Space is Bounded →Proof
- 01:2001:20, 23 February 2009 diff hist +1,639 N Definition:Countability Axioms New page: '''Countability axioms''' is the common name used to refer to a set of properties of a topological space which have to do with the existence of countable s...
- 01:0201:02, 23 February 2009 diff hist +106 Metric Space Compact iff Complete and Totally Bounded No edit summary
- 01:0001:00, 23 February 2009 diff hist +652 N Definition:Totally Bounded Metric Space New page: == Definition == Let <math>(X,d)</math> be a metric space. We say that <math>X</math> is '''totally bounded''' if for every <math>\epsilon > 0</math> there exi...
- 00:5200:52, 23 February 2009 diff hist 0 Definition:Sequentially Compact Space No edit summary
- 00:3300:33, 23 February 2009 diff hist +9 Definition:Sequentially Compact Space No edit summary
- 00:2400:24, 23 February 2009 diff hist −2 m Compact First-Countable Space is Sequentially Compact No edit summary
- 00:2400:24, 23 February 2009 diff hist +101 Compact First-Countable Space is Sequentially Compact No edit summary
- 00:2200:22, 23 February 2009 diff hist +1,265 N Compact First-Countable Space is Sequentially Compact New page: == Theorem == Let <math>(X,\vartheta)</math> be a compact topological space. Then, every sequence in <math>...
- 00:0000:00, 23 February 2009 diff hist +6 Definition:Sequentially Compact Space →Relationship to compactness
22 February 2009
- 23:5923:59, 22 February 2009 diff hist +2 Definition:Sequentially Compact Space No edit summary
- 23:5923:59, 22 February 2009 diff hist +43 Definition:Sequentially Compact Space No edit summary
- 23:5723:57, 22 February 2009 diff hist +1,363 N Definition:Sequentially Compact Space New page: == Definition == Let <math>(X,\vartheta)</math> be a topological space. We say that <math>(X,\vartheta)</math> is '''sequentially compact''' if every [[...
- 23:2523:25, 22 February 2009 diff hist +27 Definition:Tychonoff Separation Axioms No edit summary
- 23:2223:22, 22 February 2009 diff hist +1,091 Definition:Tychonoff Separation Axioms No edit summary
- 23:0823:08, 22 February 2009 diff hist +107 Definition:Tychonoff Separation Axioms No edit summary
- 22:5922:59, 22 February 2009 diff hist +13 Definition:Tychonoff Separation Axioms No edit summary
- 22:5522:55, 22 February 2009 diff hist +1,496 Definition:Tychonoff Separation Axioms Rephrasing
- 20:3620:36, 22 February 2009 diff hist −1 m Definition:Neighborhood (Analysis) →Real Numbers
21 February 2009
- 02:3602:36, 21 February 2009 diff hist +22 Definition:Continuity No edit summary
- 02:1602:16, 21 February 2009 diff hist +539 Definition:Continuity Intro
- 01:5901:59, 21 February 2009 diff hist +3 Definition:Continuity →Example
- 01:5301:53, 21 February 2009 diff hist −24 Definition:Continuity →Real Function
- 01:4901:49, 21 February 2009 diff hist +157 Definition:Continuity →Real Function
- 01:3501:35, 21 February 2009 diff hist +1,139 Definition:Continuity →Continuity on an Interval
- 01:2201:22, 21 February 2009 diff hist +1,865 Definition:Continuity →Continuity at a Point
- 00:1600:16, 21 February 2009 diff hist +494 Talk:Euler's Formula No edit summary
19 February 2009
- 12:3912:39, 19 February 2009 diff hist +45 Definition:Compact Space No edit summary
- 12:3412:34, 19 February 2009 diff hist +747 Talk:Euler's Formula Definition of exponential?
- 12:2312:23, 19 February 2009 diff hist +112 Definition:Absolute Continuity/Real Function See also
- 12:1412:14, 19 February 2009 diff hist −19 Definition:Absolute Continuity/Real Function Name definition first
- 01:5801:58, 19 February 2009 diff hist 0 Cauchy-Bunyakovsky-Schwarz Inequality →Proof: Link to Normed linear space
- 01:5001:50, 19 February 2009 diff hist +15 Cauchy-Bunyakovsky-Schwarz Inequality →Proof: "Norm" should refer to linear space norm