User contributions for Mdibah
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3 November 2015
- 20:0420:04, 3 November 2015 diff hist +2 m Sequentially Compact Metric Space is Lindelöf No edit summary
- 20:0220:02, 3 November 2015 diff hist +8 m Sequentially Compact Metric Space is Lindelöf No edit summary
15 October 2014
- 21:1521:15, 15 October 2014 diff hist 0 m Definition:Conjugate Exponents/General Definition →Definition
- 00:2200:22, 15 October 2014 diff hist +438 N Definition:Conjugate Exponents Created page with "==Definition== Let $1 \leq p, q \leq \infty$. Then $p$ and $q$ are '''conjugate exponents''' if: :$\displaystyle \dfrac 1 p + \dfrac 1 q =1$ ===Alternate Definition=== L..."
- 00:1700:17, 15 October 2014 diff hist 0 m Young's Inequality for Convolutions →Proof
- 00:1600:16, 15 October 2014 diff hist +35 Young's Inequality for Convolutions →Proof
- 00:1300:13, 15 October 2014 diff hist +205 Young's Inequality for Convolutions →Proof
14 October 2014
- 23:5223:52, 14 October 2014 diff hist +125 Definition:Supremum Seminorm No edit summary
- 23:4723:47, 14 October 2014 diff hist +642 N Definition:Supremum Seminorm Created page with "==Definition== Let $(X, \Sigma, \mu)$ be a measure space. Let $f: X \to \R$. The '''supremum seminorm''' of $f$, commonly denoted as $\Vert f \..."
- 23:2523:25, 14 October 2014 diff hist +294 N Definition:Essentially Bounded Function Created page with "==Definition== Let $(X, \Sigma, \mu)$ be a measure space. Let $L^\infty $ be the associated Lebesgue $\infty$-space. Then any $f \in..."
- 23:1123:11, 14 October 2014 diff hist +41 Definition:Convolution of Measurable Functions →Also see
- 23:0923:09, 14 October 2014 diff hist +59 m Talk:Young's Inequality for Convolutions No edit summary
- 23:0823:08, 14 October 2014 diff hist +1,014 Talk:Young's Inequality for Convolutions →Infinity Cases, chance of error: new section
- 22:4922:49, 14 October 2014 diff hist −170 m Talk:Young's Inequality for Convolutions No edit summary
- 22:4222:42, 14 October 2014 diff hist +541 Talk:Young's Inequality for Convolutions No edit summary
- 22:3522:35, 14 October 2014 diff hist +827 Young's Inequality for Convolutions →Proof: Altered coding in the proof to better fit House Style (hopefully...)
- 22:0522:05, 14 October 2014 diff hist +7 m Young's Inequality for Convolutions →Proof
- 21:4421:44, 14 October 2014 diff hist −105 m Young's Inequality for Convolutions The "old" statement has been moved to a corollary, with the current statement of the theorem being the most general.
- 21:3921:39, 14 October 2014 diff hist +698 N Young's Inequality for Convolutions/Corollary 1 Created page with "== Corollary to Young's Inequality for Convolutions == <onlyinclude> Let $f: \R^n \to \R$ be a Lebesgue integrable function. L..."
- 21:2421:24, 14 October 2014 diff hist +125 m Young's Inequality for Convolutions →Theorem: Prepping to add second corollary
- 21:1721:17, 14 October 2014 diff hist +50 Talk:Young's Inequality for Convolutions No edit summary
- 21:0621:06, 14 October 2014 diff hist +299 Talk:Young's Inequality for Convolutions No edit summary
- 20:5320:53, 14 October 2014 diff hist +53 m Young's Inequality for Convolutions/Corollary 2 →Corollary to Young's Inequality for Convolutions
- 20:5120:51, 14 October 2014 diff hist +7 Young's Inequality for Convolutions/Corollary 2 →Proof
- 20:5020:50, 14 October 2014 diff hist +1 m Young's Inequality for Convolutions →Theorem
- 20:4420:44, 14 October 2014 diff hist −3 m Young's Inequality for Convolutions →Proof
- 20:4220:42, 14 October 2014 diff hist +556 m Young's Inequality for Convolutions →Proof: changing | to \vert, etc
- 20:2020:20, 14 October 2014 diff hist −2 m Young's Inequality for Convolutions →Theorem
- 20:1920:19, 14 October 2014 diff hist −358 Young's Inequality for Convolutions →Theorem
- 20:0620:06, 14 October 2014 diff hist +162 m Talk:Young's Inequality for Convolutions No edit summary
- 20:0320:03, 14 October 2014 diff hist +1,155 N Talk:Young's Inequality for Convolutions Created page with "{{explain|Is it not also necessary to specify that $f$ and $g$ to be Lebesgue $p$-integrable? Or is it more accurate to state that..."
- 01:4501:45, 14 October 2014 diff hist +28 m Young's Inequality for Convolutions →Theorem
- 01:4001:40, 14 October 2014 diff hist +13 m Young's Inequality for Convolutions →Proof
- 01:2101:21, 14 October 2014 diff hist +36 Young's Inequality for Convolutions →Proof
- 01:1501:15, 14 October 2014 diff hist +27 Mathematician:Otto Ludwig Hölder →Theorems and Definitions
- 01:1101:11, 14 October 2014 diff hist +76 Young's Inequality for Convolutions →Theorem
- 01:0401:04, 14 October 2014 diff hist −117 Young's Inequality for Convolutions →Theorem
- 00:5700:57, 14 October 2014 diff hist +3,279 Young's Inequality for Convolutions →Proof