Hidden transformation: Difference between revisions

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In [[mathematics]], specifically in [[homotopy theory]] in the context of a [[model category]] ''M'', a '''fibrant object''' ''A'' of ''M'' is an [[object (category theory)|object]] that has a [[fibration]] to the [[terminal object]] of the [[category (mathematics)|category]].
== respectful ==


==Properties==
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相关的主题文章：
The fibrant objects of a [[closed model category]] are characterized by having a [[homotopy lifting property|right lifting property]] with respect to any [[cofibration|trivial cofibration]] in the category. This property makes fibrant objects the "correct" objects on which to define [[homotopy group]]s. In the context of the theory of [[simplicial set]]s, the fibrant objects are known as '''Kan complexes''' after [[Daniel Kan]]. They are the [[Kan fibration]]s over a point.
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Dually is the notion of cofibrant object, defined to be an object <math>c</math> such that the unique morphism <math>\varnothing\to c</math> from the initial object to <math>c</math> is a cofibration.
  <li>[http://www.1-office.ru/cgi-bin/wgd.cgi http://www.1-office.ru/cgi-bin/wgd.cgi]</li>
 
 
==References==
  <li>[http://www.rockclimbing.com/cgi-bin/routes/page.cgi http://www.rockclimbing.com/cgi-bin/routes/page.cgi]</li>
*P.G. Goerss and J.F. Jardine, ''Simplicial Homotopy Theory'', Progress in Math., Vol. 174, Birkhauser, Boston-Basel-Berlin, 1999. ISBN 3-7643-6064-X.
 
 
  <li>[http://www.bbsxiaoao.com/home.php?mod=space&uid=3915 http://www.bbsxiaoao.com/home.php?mod=space&uid=3915]</li>
[[Category:Homotopy theory]]
 
[[Category:Objects (category theory)]]
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{{geometry-stub}}

Latest revision as of 09:53, 14 May 2014

respectful

Soul of India 'have come up with, naturally there are a lot of small number of commonly used methods. And Arcane 'space essay' The first book in the class, a lot of soul.

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'I want to see you now master of the house,オークリー サングラス 偽物, are you ready?' Luo Feng asked.

'Master,オークリー サングラス 通販, please rest assured that I was the main henchman, incomparable master of the house for my confidence, even if I want to see the master of the house at night is absolutely no problem.' white robes odd man than be self-confident.

'You lead the way,オークリー サングラス 人気.' Luo Feng said,サングラス オークリー.

'am.'
I may be the odd man in white robes
respectful, 'the owner only needs to follow in the rear, I can.' That I may be odd then directly downstairs,オークリー スポーツサングラス, Luo Feng also followed him.

'squeak!' opened the door, I can be so expansive with odd Luo Feng walk out.

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'ah,オークリー サングラス 偏光レンズ?' Feng Luo a saw in the distance a team of patrol 相关的主题文章：

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