Linear energy transfer - Revision history

175.157.246.19 at 12:35, 1 October 2014

2014-10-01T12:35:02Z

← Older revision		Revision as of 14:35, 1 October 2014
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	~~/* By default~~, ~~MathML~~ is ~~exposed to accessibility tools~~ and ~~displayed in Gecko~~		Hi there. Allow me start by introducing the author, her title is Sophia Boon but she never truly favored that name. I am presently a travel agent. To climb is some thing she would never give up. For years he's been residing in Mississippi and he doesn't strategy on altering it.<br><br>Visit my homepage [https://www.machlitim.org.il/subdomain/megila/end/node/12300 phone psychic readings]
	~~browsers~~. ~~You can force visual rendering with the following style~~: */
	.~~mwe-math-mathml-a11y {~~
	~~clip: auto;~~
	~~overflow: visible;~~
	~~position: static;~~
	~~width: auto;~~
	~~height: auto;~~
	~~opacity: 1;~~
	}
	.~~mwe-math-fallback-image-inline,~~ .~~mwe-math-fallback-image-display {~~
	~~display: none !important;~~
	}

en>Drpickem: Corrected one misspelling of 'Washington'

2014-02-11T16:07:18Z

Corrected one misspelling of 'Washington'

← Older revision		Revision as of 18:07, 11 February 2014
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	~~{{Unreferenced\|date=December 2009}}~~		/* By default, MathML is exposed to accessibility tools and displayed in Gecko
	~~Suppose that <math>(\mathcal C,\otimes,I)<~~/~~math> and <math>(\mathcal D~~,~~\bullet, J)</math> are two [[monoidal category\|monoidal categories]]~~ and		browsers. You can force visual rendering with the following style: */
	:~~<math>(F,m):(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J)</math> and <math>(G,n):(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J)<~~/~~math>~~		.mwe-math-mathml-a11y {
	~~are two [[lax monoidal functor]]s between those categories~~.		clip: auto;
			overflow: visible;
	~~A '''monoidal natural transformation'''~~		position: static;
	:~~<math>\theta~~:~~(F,m)\Rightarrow(G,n)</math>~~		width: auto;
	~~between those functors is a [[natural transformation]] <math>\theta~~:~~F\Rightarrow G</math> between the underlying functors such that the diagrams~~		height: auto;
	:~~[[Image:Monoidal nat transfo mult.png]] {{spaces\|10~~}~~} and {{spaces\|8}} [[Image:Monoidal nat transfo unit~~.~~png]]~~		opacity: 1;
	~~commute for every objects <~~math~~>A</~~math~~> and <math>B</math> of <math>\mathcal C</math>.~~		}
			.mwe-math-fallback-image-inline, .mwe-math-fallback-image-display {
	~~A '''symmetric monoidal natural transformation''' is a monoidal natural transformation between [[symmetric monoidal functor]]s.~~		display: none !important;
			}
	~~{{DEFAULTSORT:Monoidal Natural Transformation~~}}
	~~[[Category:Monoidal categories]]~~

en>Monkbot: Fix CS1 deprecated date parameter errors

2014-01-24T17:09:38Z

Fix CS1 deprecated date parameter errors

← Older revision		Revision as of 19:09, 24 January 2014
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	~~Hi there~~, I ~~am Alyson Boon even though it is not the title on my birth certification~~. ~~Credit authorising is where my main income comes from. Ohio is where her house is. She is really fond of caving but she doesn~~'~~t have the time lately.~~<br><br>~~My weblog psychic phone (~~[~~http~~:/~~/www~~.~~sirudang~~.~~com~~/~~siroo_Notice~~/~~2110 click the following page~~])		{{Unreferenced\|date=December 2009}}
			Suppose that <math>(\mathcal C,\otimes,I)</math> and <math>(\mathcal D,\bullet, J)</math> are two [[monoidal category\|monoidal categories]] and
			:<math>(F,m):(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J)</math> and <math>(G,n):(\mathcal C,\otimes,I)\to(\mathcal D,\bullet, J)</math>
			are two [[lax monoidal functor]]s between those categories.

			A '''monoidal natural transformation'''
			:<math>\theta:(F,m)\Rightarrow(G,n)</math>
			between those functors is a [[natural transformation]] <math>\theta:F\Rightarrow G</math> between the underlying functors such that the diagrams
			:[[Image:Monoidal nat transfo mult.png]] {{spaces\|10}} and {{spaces\|8}} [[Image:Monoidal nat transfo unit.png]]
			commute for every objects <math>A</math> and <math>B</math> of <math>\mathcal C</math>.

			A '''symmetric monoidal natural transformation''' is a monoidal natural transformation between [[symmetric monoidal functor]]s.

			{{DEFAULTSORT:Monoidal Natural Transformation}}
			[[Category:Monoidal categories]]

en>Luckas-bot: r2.7.1) (Robot: Adding fi:LET-arvo

2012-01-17T13:26:20Z

r2.7.1) (Robot: Adding fi:LET-arvo

New page

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