论文标题
Ranicki-Weiss大会和Steenrod建筑
Ranicki-Weiss assembly and the Steenrod construction
论文作者
论文摘要
我们表明，Ranicki-Weiss组装供电者，从链中的复合物有价值的预示前转移到其亚历山大·惠特尼（Alexander-Whitney Calgebra）上的综合体上，这些综合体在其steenrod杯子杯-U $ i $ i calgebra上完全忠实地忠于comodules类别。
We show that the Ranicki-Weiss assembly functor, going from chain complex valued presheaves on a simplicial complex to comodules over its Alexander-Whitney coalgebra, factors fully faithfully through the category of comodules over its Steenrod cup-$i$ coalgebra.
