摘要
文[1]给出了求标准正交基的一种简便方法,但仅适用于R^n,本文加强了文[1]引理2,给出了一个改进的正交化方法,适用于任意实内积空间。
In reference [1], the new methed for solve orthorurmal basis is given, but it only may be used to n-dimensional vector space. In this article, we modify the lemma two proof of reference[1] and present an improved orthogonalization method, it may be used to any real inner product space.
关键词
正交化
内积空间
格拉姆矩阵
初等变换
标准正交基
Inner product space, Gram matrix, Elementary transformation Orthonormal basis.
