论文标题
通过Cauchy分解的广义Schur代数的细胞性
Cellularity of generalized Schur algebras via Cauchy decomposition
论文作者
论文摘要
我们描述了桥本和库拉诺（Kurano）的库奇（Cauchy）过滤的概括。然后，该过滤用于为与任意细胞代数相关的广义SCHUR代数提供细胞结构。还考虑了花圈产品代数$ a \ wr \ mathfrak {s} _d $的应用程序。
We describe a generalization of Hashimoto and Kurano's Cauchy filtration for divided powers algebras. This filtration is then used to provide a cellular structure for generalized Schur algebras associated to an arbitrary cellular algebra. Applications to the cellularity of wreath product algebras $A \wr \mathfrak{S}_d$ are also considered.
