scalar product
- scalar product的基本解释
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[计] 纯量积, 内积, 标量积
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It is also shown how the algorithms can be extended to linear complex systems via a proper definition of the scalar product.
它也表明,该算法可以推广到线性复杂的系统通过一个适当的定义标产品。
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The volume V is given in terms of the scalar triple product.
体积V能用数量三乘积表示。
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For this reason the inner product is called also the scalar product .
为此,内积也叫做纯量积。
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We prefer the form (5.16.7) since it is in conformity with the definition of scalar product in a complex Euclidean space.
我们愿意用(5.16.7)这种形式,因为它和复欧几里德空间中标积之定义相谐调。
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The scalar triple product, the determinant of the matrix formed by columns A, B, C.
前两个矢量点积后于第三个矢量叉乘,或是由列A,B,C所构成矩阵的行列式值。
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scalar product:数量积
而格拉斯曼则把向量的积分为 "内积"或数量积(scalar product)(相当于哈密顿的Spp')及"外积"或向量积(vector product)(相当于哈密顿的Vpp'). 到了1846年,他把数量积写作a x b,于1862年又改为[u|v],同时亦把矢量积写作[uv].
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scalar product:纯量积
scalar multipliction 纯量乘法 | scalar product 纯量积 | scalar triple product 纯量三重积
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scalar product:标积
scalar potential 标量势 | scalar product 标积 | scalar quantity 标量
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scalar product:标积,无向积
scalar 標量,無向量 | scalar product 標積,無向積 | scale 標度,比例尺,音階
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Triple scalar product:三纯量积
Tripartite method 三分法 | Triple scalar product 三纯量积 | Triple vector product 三矢量积
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