量子化学中的矢外积:量子化学中的研究型教学浅谈

Outer Product in the Quantum Chemistry: Research-Oriented Teaching and Learning of Quantum Chemistry

矢外积是量子化学基础理论中一个重要的基本概念。从泛函分析的基本理论出发探讨了矢外积的数学意义,指出外积对左矢具线性,对右矢具共轭线性,给出相关的基本结果,并在引入单位投影算符后,建立了厄米算符本征矢的完备性。

Outer product is a very important concept in quantum chemistry. The presented paper discussed the related functional significance according to the functional analysis, and then derived the orthogonal relation of the eigenvector of the Hermitian operator.