论文标题
最小模型结构中的纤毛物体的角样特征在简单集合上
A horn-like characterization of the fibrant objects in the minimal model structure on simplicial sets
论文作者
论文摘要
我们表明，简单集合类别的最小模型结构中的原始物体的特征是相对于类似于定义KAN复合物的角包含物的地图的提升条件。
We show that the fibrant objects in the minimal model structure on the category of simplicial sets are characterized by a lifting condition with respect to maps which resemble the horn inclusions that define Kan complexes.
