1) quantitative product
数量积
1.
In this paper,quantitative product is used to evaluate the maximum-minimum of linear functions on sphere,which is called method of quantitative of product and it can also be extended to resolve the same problem on ellipsoid and generalized ellipsoid in n-dimensional space.
给出一种求球面上线性函数最值的方法———数量积法 ,并将其推广至椭球面及n维空间中广义椭球面
2) scalar product
数量积
1.
The Application of Scalar Product in Elementary Algebra;
数量积在初等代数中的应用
2.
This algorithm preserved privacy of individual values by computing scalar product.
利用数量积方法从垂直型分布数据中挖掘关联规则,并且保持其隐私性。
3) scalar product
数积，标量积
4) vector quantitative product
矢量数性积
1.
Through analysing and solving living examples,the author of this paper expounds the widespread application of vector quantitative product in solving process.
矢量数性积是矢量代数中的一种运算 ,它沟通了矢量与代数间的转换关系 ,同时它也有效地解决了几何度量和角度问题。
5) tensor-product function
张量积函数
1.
Performance scatter analysis of solid rocket motor based on tensor-product function;
基于张量积函数的固体火箭发动机性能散布分析
6) algebraic tensor product
代数张量积
1.
In this paper we study a condition which is called property(C′),namely an isometry on algebraic tensor products which are completed by the minimal C~*-norm.
本文主要讨论代数张量积在最小C~*-范数下的一类等距问题,即性质(C′)。
补充资料：数量积
又称“内积”、“点积”，物理学上称为“标量积”。两向量a与b的数量积是数量｜a｜·｜b｜cosθ，记作a·b；其中｜a｜、｜b｜是两向量的模，θ是两向量之间的夹角(0≤θ≤π)。
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