Abstract

A subspace lattice \(\{(0), M, N, H\}\) of a Hilbert space \(H\) is called a generalized generic lattice if \(M\cap N =M^\perp\cap N^\perp =(0)\) and \(\dim (M^\perp \cap N)=\dim (M\cap N^\perp)\). In this note, we show that each derivation of a generalized generic lattice algebra into itself is inner.

中文翻译：

---

关于某些非 CSL 代数推导的注释

摘要

如果\ ( M \ cap N =M^\perp \ cap N ^\perp =(0)\)和\(\dim (M^\perp \cap N)=\dim (M\cap N^\perp)\)。在这篇笔记中，我们展示了广义通用格代数到自身的每个推导都是内部的。