论文标题
Radul Cocycle，Chern-Connes特征和具有圆锥形奇异性的歧管
The Radul cocycle, the Chern-Connes character, and manifolds with conical singularities
论文作者
论文摘要
这本简短的说明建立了在作者以前的作品中引入的Radul残留共生的一般版本与Connes-Moscovici残留共生酶之间的关系，并讨论了此类公式在具有圆锥形奇点的歧管上的适用性，其中Fuchs-PseudoDodiDodiDiptialdiential Operator的Zeta Zeta函数可能会表现出双重或Triple Poles。
This short note establishes a relationship between a generalized version of the Radul residue cocycle introduced in former works of the author and the Connes-Moscovici residue cocycle, and discusses the applicability of such a formula to manifolds with conical singularities, where zeta functions of Fuchs-type pseudodifferential operators may exhibit double or triple poles.
