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1)  inner product module
内积模
2)  random inner product module
随机内积模
1.
Strongly nonlinear quasivariational inequalities and random complementarity problems in random inner product module;
关于随机内积模上强非线性拟变分不等式及补问题
2.
Vatiational Inequalities on Random Inner Product Module;
随机内积模上的变分不等式
3.
The paper shows the existence theorems of the solutions for one class variational inequalities in random inner product module and it also studies the existence of the solutions for one class general strongly nonlinear quasivariational and its convergence by using the best approximation of random closed convex subset and projection operator theory.
文章给出随机内积模上一类变分不等式的解的存在性定理。
3)  random inner product modules
随机内积模
1.
In this paper,the basic theorem was generalized onto complete random inner product modules,and the following conclusion was achieved.
在新近发展起来的随机共轭空间理论基础上,利用完备随机内积模上的Riesz表示定理,证明了如下结论:设(S,χ)是任一完备随机内积模,T:S→S是S上任一模同态。
4)  fuzzy inner product space
模糊内积空间
1.
Based on the minimizing vector theorem of the fuzzy inner product space,the pseudo fuzzy orthogonal vector is defined and the projected theorem of the fuzzy inner product space is testified.
在模糊内积空间的极小化向量定理基础上 ,给出了向量拟模糊正交定义 ,并在模糊内积空间中证明了投影定理。
2.
In this paper,the vertical concept on the fuzzy inner product space is given and a regular vertical base is introduced.
文章给出了模糊内积空间中垂直的定义,介绍了正规正交基,然后利用它讨论了模糊内积空间的一些性质,并证明了勾股定理。
5)  Kronecker model
克罗内克积模型
6)  hermitian inner product module
埃尔米特内积模
补充资料:内积

内积(dot product,scalar product,inner product)是一种矢量运算。

设矢量a=[a1,a2,...an],b=[b1,b2...bn]

则矢量a和b的内积表示为:

(a,b)=a1×b1+a2×b2+……+an×bn

说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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