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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 that has a fibration to the terminal object of the category.

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  • Kofibranter Raum (de)
  • Fibrant object (en)
  • 올대상 (ko)
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  • In der Mathematik heißt ein topologischer Raum kofibrant, wenn für jeden Punkt die Inklusion eine Kofaserung ist. Zum Beispiel sind CW-Komplexe kofibrante Räume. Eine kofibrante Approximation (oder kofibrante Auflösung) eines topologischen Raumes ist ein kofibranter Raum mit einer schwachen Homotopieäquivalenz . (de)
  • In mathematics, specifically in homotopy theory in the context of a model category M, a fibrant object A of M is an object that has a fibration to the terminal object of the category. (en)
  • 모형 범주의 이론에서, 올대상(對象, 영어: fibrant object)은 끝 대상으로의 유일한 사상이 쌍대올뭉치를 이루는, 모형 범주 속의 대상이다. 마찬가지로 쌍대올대상(雙對-對象, 영어: fibrant object)은 시작 대상으로의 유일한 사상이 올뭉치를 이루는 모형 범주 속의 대상이다. (ko)
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  • In der Mathematik heißt ein topologischer Raum kofibrant, wenn für jeden Punkt die Inklusion eine Kofaserung ist. Zum Beispiel sind CW-Komplexe kofibrante Räume. Eine kofibrante Approximation (oder kofibrante Auflösung) eines topologischen Raumes ist ein kofibranter Raum mit einer schwachen Homotopieäquivalenz . (de)
  • In mathematics, specifically in homotopy theory in the context of a model category M, a fibrant object A of M is an object that has a fibration to the terminal object of the category. (en)
  • 모형 범주의 이론에서, 올대상(對象, 영어: fibrant object)은 끝 대상으로의 유일한 사상이 쌍대올뭉치를 이루는, 모형 범주 속의 대상이다. 마찬가지로 쌍대올대상(雙對-對象, 영어: fibrant object)은 시작 대상으로의 유일한 사상이 올뭉치를 이루는 모형 범주 속의 대상이다. (ko)
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