ABSTRACT

The purpose of this short note is to consider multivariate Hasse-Schmidt derivations on exterior algebras and to show how they easily provide remarkable identities, holding in the algebra of square matrices, which generalize the classical theorem of Cayley–Hamilton.

中文翻译：

---

外代数上的多元 Hasse-Schmidt 推导

摘要

这篇简短说明的目的是考虑外代数上的多元 Hasse-Schmidt 推导，并展示它们如何轻松地提供显着的恒等式，在方阵代数中保持不变，它推广了 Cayley-Hamilton 的经典定理。