1) generalized orthogonal basis
广义正交基
1.
By using inner product of unitary space concept of generalized orthogonal basis is given, and the relations of generalized orthogonal basis, generalized unitary transformation and unitary matrix is studied.
在酉空间中利用内积给出了广义正交基的概念,研究它与广义酉变换、酉矩阵之间的关系,获得了一些新的结果,推广了酉空间的规范正交基、酉变换等结果。
2) generalized orthogonality
广义正交
1.
The new concept of generalized orthogonality (GO) proposed by the author makes it possible for the signals to be mutually orthogonal within an orthogonal zone instead of a conventional orthogonal point.
作者提出的广义正交新概念 ,使得信号之间可以在一个区域内正交 ,而不是传统的单点正交。
2.
By using the generalized orthogonality principle, all the properties of a circle is successfully generalized to the case of an ellipse.
开发了一个使用广义正交概念的 K- RANSAC椭圆提取算法 。
4) generalized orthogonalities
广义正交性
1.
A conclusion about generalized orthogonalities in the space has been obtained,and the value of the non-square constant are given out.
讨论了对称Minkowski平面的基本性质,得到了这类空间的广义正交性的一个结论,并给出了此类空间非方常数的取值。
5) generalized orthogonal sets
广义正交组
1.
A generalized Schmidt s orthogonalization is constructed for transforming two linear independence sets with the same number of vectors to generalized orthogonal sets after introducing a conception of generalized orthogonal sets on weakly inner product.
引入两个向量组关于弱内积广义正交的概念,并构造了将两组含相同个数向量的线性无关组化为广义正交组的广义Schmidt正交化方法。
6) generalized quasiorthogonality(GQO)
广义准正交
补充资料：标准正交基
由单位向量构成的正交基称为标准正交基. 注: ① 由正交基的每个向量单位化,可得到一组标准 正交基. ② 维欧氏空间v中的一组基 为标准正交基 ③ 维欧氏空间v中的一组基 为标准正交基。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条