论文标题
在外部代数上的多元Hasse-Schmidt衍生
Multivariate Hasse-Schmidt Derivation on Exterior Algebras
论文作者
论文摘要
简短说明的目的是考虑外部代数上的多变量hasse-schmidt衍生物，并展示它们如何轻松地提供出色的身份，并在方形矩阵的代数中保存，这概括了Cayley-Hamilton的经典定理。
The purpose of this short note is to consider multi-variate Hasse-Schmidt derivations on exterior algebras and to show how they easily provide remarkable identities, holding in the algebra of square matrices, which generalise the classical theorem of Cayley-Hamilton.
