User contributions for TheSpleen

9 July 2015

• 09:4209:42, 9 July 2015 diff hist +1‎ m Subgroups of Additive Group of Integers ‎ minor stuff

15 May 2014

• 09:4309:43, 15 May 2014 diff hist +16‎ m Properties of Convergents of Continued Fractions ‎No edit summary
• 09:0109:01, 15 May 2014 diff hist −1‎ m Definition:Continued Fraction/Simple ‎No edit summary

12 May 2014

• 20:5120:51, 12 May 2014 diff hist +10‎ m Simple Infinite Continued Fraction Converges to Irrational Number ‎No edit summary

7 May 2014

• 19:3119:31, 7 May 2014 diff hist −29‎ m Gelfond-Schneider Theorem ‎No edit summary

24 March 2014

• 14:3314:33, 24 March 2014 diff hist 0‎ m Product of Sums of Four Squares ‎No edit summary

20 March 2014

• 10:3110:31, 20 March 2014 diff hist −53‎ m Wedderburn's Theorem ‎No edit summary
• 10:2010:20, 20 March 2014 diff hist +411‎ N Talk:Cardinality of Finite Vector Space ‎ Created page with "I think this is true for free moules as well, but we need to establish that every basis of a module has the same number of elements. Perhaps Isomorphism from R^n via n-Term..." current
• 10:0810:08, 20 March 2014 diff hist +904‎ N Cardinality of Finite Vector Space ‎ Created page with "== Theorem == Let $V$ be a $K$-vector space. Let $K$ be finite. Let the Definition:Dimension (Linear Algebra)/Vector..."

13 March 2014

• 13:5513:55, 13 March 2014 diff hist −1‎ Power to Characteristic of Field is Monomorphism ‎No edit summary
• 13:3013:30, 13 March 2014 diff hist −16‎ m Power to Characteristic Power of Field is Monomorphism ‎No edit summary
• 13:1913:19, 13 March 2014 diff hist 0‎ m Power to Characteristic Power of Field is Monomorphism ‎ TheSpleen moved page Power to Characteristic Power of Finite Field is Monomorphism to Power to Characteristic Power of Field is Monomorphism
• 13:1813:18, 13 March 2014 diff hist +131‎ Power to Characteristic Power of Field is Monomorphism ‎No edit summary
• 12:3212:32, 13 March 2014 diff hist 0‎ m Power to Characteristic of Field is Monomorphism ‎ TheSpleen moved page Power to Characteristic of Finite Field is Monomorphism to Power to Characteristic of Field is Monomorphism
• 12:3212:32, 13 March 2014 diff hist +3‎ Power to Characteristic of Field is Monomorphism ‎No edit summary

12 March 2014

• 16:4016:40, 12 March 2014 diff hist +216‎ Power to Characteristic of Field is Monomorphism ‎No edit summary
• 10:1010:10, 12 March 2014 diff hist +6‎ Finite Ring with No Proper Zero Divisors is Field ‎No edit summary

11 March 2014

• 23:3423:34, 11 March 2014 diff hist +274‎ N Talk:Finite Ring with No Proper Zero Divisors is Field ‎ Created page with "According to proofwiki's definition of fields, a field must have at least two elements, $0 \ne 1$. So I suppose we have to assume that $R$ has at least two elements. Does any..."
• 22:4722:47, 11 March 2014 diff hist −6‎ m Power to Characteristic of Field is Monomorphism ‎ for consistency
• 22:1822:18, 11 March 2014 diff hist +27‎ m Finite Ring with No Proper Zero Divisors is Field ‎No edit summary

25 February 2014

• 22:4322:43, 25 February 2014 diff hist 0‎ m Definition:Inner Product ‎No edit summary
• 13:0213:02, 25 February 2014 diff hist +130‎ N Cardinality of Finite Cartesian Space ‎ Redirected page to Cardinality of Cartesian Product/General Result/Corollary
• 12:4912:49, 25 February 2014 diff hist +1‎ m Cardinality of Cartesian Product of Finite Sets/General Result ‎No edit summary
• 12:4912:49, 25 February 2014 diff hist −498‎ m Cardinality of Cartesian Product of Finite Sets/General Result/Corollary ‎No edit summary
• 12:4712:47, 25 February 2014 diff hist −124‎ m Cardinality of Cartesian Product of Finite Sets ‎No edit summary
• 12:4612:46, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary/Proof 2 ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary 1/Proof 2 to Cardinality of Cartesian Product/Corollary/Proof 2 over redirect
• 12:4612:46, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary/Proof 1 ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary 1/Proof 1 to Cardinality of Cartesian Product/Corollary/Proof 1 over redirect
• 12:4612:46, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary 1 to Cardinality of Cartesian Product/Corollary over redirect
• 12:4612:46, 25 February 2014 diff hist +145‎ Cardinality of Cartesian Product of Finite Sets/General Result ‎No edit summary
• 12:4312:43, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/General Result/Corollary ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary 2 to Cardinality of Cartesian Product/General Result/Corollary
• 11:4811:48, 25 February 2014 diff hist +253‎ Cardinality of Cartesian Product of Finite Sets ‎No edit summary
• 11:4411:44, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary/Proof 2 ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary/Proof 2 to Cardinality of Cartesian Product/Corollary 1/Proof 2
• 11:4411:44, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary/Proof 1 ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary/Proof 1 to Cardinality of Cartesian Product/Corollary 1/Proof 1
• 11:4411:44, 25 February 2014 diff hist 0‎ m Cardinality of Cartesian Product of Finite Sets/Corollary ‎ TheSpleen moved page Cardinality of Cartesian Product/Corollary to Cardinality of Cartesian Product/Corollary 1
• 11:4411:44, 25 February 2014 diff hist +358‎ N Cardinality of Cartesian Product of Finite Sets/General Result/Corollary ‎ Created page with "== Theorem == <onlyinclude> Let $S^n$ be a cartesian space. Then: :$\left|{S^n}\right| = \left|{S}\right|^n$ </onlyinclude> ..."
• 11:3011:30, 25 February 2014 diff hist +651‎ N Cardinality of Cartesian Product of Finite Sets/General Result ‎ Created page with "== Theorem == <onlyinclude> Let $\displaystyle \prod_{k \mathop = 1}^n S_k$ be the cartesian product of a Definition:Sequ..."

23 February 2014

• 15:5515:55, 23 February 2014 diff hist −70‎ m Wedderburn's Theorem ‎No edit summary
• 11:2111:21, 23 February 2014 diff hist +1‎ m Subring Module is Module/Special Case ‎No edit summary
• 11:1711:17, 23 February 2014 diff hist −1‎ m Ring is Module over Itself/Proof 2 ‎No edit summary
• 02:1502:15, 23 February 2014 diff hist −2,290‎ Definition:Vector Space over Division Subring/Special Case ‎No edit summary
• 02:0302:03, 23 February 2014 diff hist +181‎ m Subring Module is Module/Special Case ‎No edit summary
• 01:5701:57, 23 February 2014 diff hist 0‎ m Subring Module is Module/Special Case ‎No edit summary
• 01:5501:55, 23 February 2014 diff hist +89‎ Subring Module is Module/Special Case ‎No edit summary
• 01:4401:44, 23 February 2014 diff hist +1,723‎ N Ring is Module over Itself ‎ Created page with "== Theorem == Let $\left({R, +, \circ}\right)$ be a ring. Then $\left({R, +, \circ}\right)_R$ is an $R$-module. ..."

21 February 2014

• 23:1823:18, 21 February 2014 diff hist +2,458‎ Subring Module is Module ‎No edit summary
• 22:4822:48, 21 February 2014 diff hist −1‎ m Definition:Module ‎No edit summary
• 22:4722:47, 21 February 2014 diff hist −3‎ Axiom:Left Module Axioms ‎No edit summary
• 12:1012:10, 21 February 2014 diff hist +2,680‎ Definition:Vector Space over Division Subring/Special Case ‎No edit summary

20 February 2014

• 12:5112:51, 20 February 2014 diff hist −229‎ Wedderburn's Theorem ‎No edit summary

19 February 2014

• 12:4212:42, 19 February 2014 diff hist +775‎ Wedderburn's Theorem ‎No edit summary