scalars

与scalars相关的网络例句 [注：此内容来源于网络，仅供参考]

A vector is an array of scalars,a matrix is an array of vectors.

作者一直在以向量的知识来推广到矩阵的知识。

In addition, there will be bimodal distribution for time series if there is a linear trend, but it doesn't change the probability distribution of differences of scalars.

同时，也发现，线性趋势的存在会使原变量的概率分布出现双峰，但是不会影响变量差的概率分布。

Since scalars are independent of the coordinate system, the dot product of two vectors is called a scalar invariant

因为标量与坐标系无关，故两个矢量的点积称为标量不变量。

In module theory one replaces the field of scalars by a ring.

比如微分学研究很多函数线性近似的问题。

You can think of an identity matrix for matrices as being the number 1 for scalars, or regular numbers.

你可以把一个单位矩阵认为是数字标量1或者是一个正规数。1乘以任何数还是等于数本身。

与scalars相关的网络解释 [注：此内容来源于网络，仅供参考]

conserved scalars：守恒量

conservation equation 守恒方程 | conserved scalars 守恒量 | considerably 相当地

conserved scalars：守恒标量

conservation equation 守恒方程 | conserved scalars 守恒标量 | considerably 相当地

conserved scalars：守恒量 scalar是标量的意思,合起来就没标了

Boltzmain 玻耳兹曼 Boltzmann | conserved scalars 守恒量 scalar是标量的意思,合起来就没标了? | direct numerical simulation 直接模拟 数值两个字没了.

field of scalars：系数域

field of real numbers 实数域 | field of scalars 系数域 | field of sets 集域

ring of scalars：基环

ring of quotients 商环 | ring of scalars 基环 | ring with operators 算子环