Changes related to "Category:Explanation Required"
This is a list of changes made recently to pages linked from a specified page (or to members of a specified category). Pages on your watchlist are bold.
8 February 2012
- (diff | hist) . . m Hausdorff Maximal Principle/Proof 1; 02:24 . . (+192) . . Prime.mover (Talk | contribs)
- (diff | hist) . . m Hausdorff Maximal Principle/Proof 1; 02:21 . . (-1) . . Prime.mover (Talk | contribs)
- (diff | hist) . . N Hausdorff Maximal Principle/Proof 1; 02:21 . . (+1,060) . . Prime.mover (Talk | contribs) (Created page with "== Theorem == Let $\left({\mathcal P, \preceq}\right)$ be a Partially Ordered Set. Then there exists a [[Definition:Maximal Chain|maxima...")
7 February 2012
- (diff | hist) . . m Zorn's Lemma Implies Axiom of Choice; 16:57 . . (+27) . . Prime.mover (Talk | contribs)
- (diff | hist) . . Zorn's Lemma Implies Axiom of Choice; 16:55 . . (+72) . . Lord Farin (Talk | contribs)
- (diff | hist) . . Zorn's Lemma Implies Axiom of Choice; 16:52 . . (+1,007) . . Prime.mover (Talk | contribs)
- (diff | hist) . . Power of Reciprocal; 12:46 . . (+116) . . GFauxPas (Talk | contribs)
- (diff | hist) . . N Zorn's Lemma Implies Axiom of Choice; 02:29 . . (+352) . . Prime.mover (Talk | contribs) (Created page with "== Theorem == If Zorn's Lemma is true, then so must the Axiom of Choice be. == Proof == {{stub}} == Sources == * {{BookReference|Naive Set...")
5 February 2012
- (diff | hist) . . m Ostrowski's Theorem; 05:13 . . (0) . . Prime.mover (Talk | contribs)
- (diff | hist) . . m Schur's Theorem (Group Theory); 04:50 . . (+9) . . Prime.mover (Talk | contribs)
- (diff | hist) . . UFD is GCD Domain; 02:26 . . (+42) . . Ixionid (Talk | contribs) (category)
4 February 2012
- (diff | hist) . . m Every Ordinal is a Transitive Class; 12:12 . . (-3) . . Asalmon (Talk | contribs) (→Definition: )
- (diff | hist) . . m Frobenius's Theorem; 07:12 . . (+89) . . Prime.mover (Talk | contribs) (→Sources: )
- (diff | hist) . . m Frobenius's Theorem/Lemma 1; 06:00 . . (0) . . Lord Farin (Talk | contribs)