Van Hove singularity - Revision history

en>Yobot: /* Theory */WP:CHECKWIKI error fixes using AWB (10469)

2014-09-21T08:35:35Z

Theory: WP:CHECKWIKI error fixes using AWB (10469)

← Older revision		Revision as of 10:35, 21 September 2014
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	~~Greetings~~. ~~The writer's name~~ is ~~Phebe~~ and ~~she feels comfortable when individuals use~~ the ~~full title~~. Years in the past we moved to North Dakota~~. Body building is one of the issues~~ I adore ~~most. Managing individuals is his profession~~.<br><br>my ~~homepage - std testing at home -~~ [http://www.~~eddysadventurestore~~.nl/~~nieuws~~/~~eliminate-candida-one-these-tips simply click the next web page~~] -		I am Oscar and I completely dig that name. One of the issues he enjoys most is ice skating but he is struggling to discover time for it. Managing individuals is what I do and the salary has been truly fulfilling. Years in the past we moved to North Dakota and I adore each day residing here.<br><br>Feel free to visit my webpage [http://www.fuguporn.com/user/RMitchell home std test kit]

en>ChrisGualtieri: Checkwiki 61 + General Fixes using AWB

2014-02-22T05:28:05Z

Checkwiki 61 + General Fixes using AWB

← Older revision		Revision as of 07:28, 22 February 2014
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	~~In [[homological algebra]], a branch of [[mathematics]], a '''quasi-isomorphism''~~' is ~~a morphism ''A'' → ''B''~~ of ~~[[chain complex]]es (respectively, cochain complexes) such that~~ the ~~induced morphisms~~		Greetings. The writer's name is Phebe and she feels comfortable when individuals use the full title. Years in the past we moved to North Dakota. Body building is one of the issues I adore most. Managing individuals is his profession.<br><br>my homepage - std testing at home - [http://www.eddysadventurestore.nl/nieuws/eliminate-candida-one-these-tips simply click the next web page] -

	:<~~math~~>~~H_n(A_\bullet) \to H_n(B_\bullet)\ (\text{respectively, } H^n(A^\bullet) \to H^n(B^\bullet))\~~ <~~/math~~>

	of [~~[homology (mathematics)\|homology]] groups (respectively, of cohomology groups) are isomorphisms for all ''n''~~.

	~~In the theory of [[model category\|model categories]], quasi~~-~~isomorphisms are sometimes used as~~ the ~~class of [[weak equivalence (homotopy theory)\|weak equivalence~~]~~]s when the objects of the category are chain or cochain complexes. This results in a homology~~-~~local theory, in the sense of [[Bousfield localization]] in [[homotopy theory]].~~

	~~==References==~~
	*Gelfand, Manin. ''Methods of Homological Algebra'', 2nd ed. Springer, 2000.

	~~[[Category:Algebraic topology]]~~
	~~[[Category:Homological algebra]]~~

128.111.193.4: /* Experimental observation */

2013-05-02T19:12:36Z

Experimental observation

← Older revision		Revision as of 21:12, 2 May 2013
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	~~Emilia Shryock~~ is ~~my name but you can call me anything you like. Years in~~ the ~~past we moved~~ to ~~North Dakota~~. ~~One~~ of the ~~very best issues~~ in the ~~globe for him is to collect badges but he is struggling to discover time for it~~. ~~My day job is a librarian~~.~~<br><br>my weblog~~: ~~home std test (~~[~~http~~:~~//www.pornextras.info/blog/187567 like it~~])		In [[homological algebra]], a branch of [[mathematics]], a '''quasi-isomorphism''' is a morphism ''A'' → ''B'' of [[chain complex]]es (respectively, cochain complexes) such that the induced morphisms

			:<math>H_n(A_\bullet) \to H_n(B_\bullet)\ (\text{respectively, } H^n(A^\bullet) \to H^n(B^\bullet))\ </math>

			of [[homology (mathematics)\|homology]] groups (respectively, of cohomology groups) are isomorphisms for all ''n''.

			In the theory of [[model category\|model categories]], quasi-isomorphisms are sometimes used as the class of [[weak equivalence (homotopy theory)\|weak equivalence]]s when the objects of the category are chain or cochain complexes. This results in a homology-local theory, in the sense of [[Bousfield localization]] in [[homotopy theory]].

			==References==
			*Gelfand, Manin. ''Methods of Homological Algebra'', 2nd ed. Springer, 2000.

			[[Category:Algebraic topology]]
			[[Category:Homological algebra]]

en>Qmechanic: /* Theory */ double integrals

2012-02-25T20:33:02Z

Theory: double integrals

New page

Emilia Shryock is my name but you can call me anything you like. Years in the past we moved to North Dakota. One of the very best issues in the globe for him is to collect badges but he is struggling to discover time for it. My day job is a librarian.<br><br>my weblog: home std test ([http://www.pornextras.info/blog/187567 like it])