1.Divisor scalar multiplication is the key operation in hyperelliptic curve cryptosystem.
1.除子标超椭圆曲线密码体制中的关键运算。
2.According to the theory of scalar diffraction, first, the equipollence of spatial distribution of the plane-wave interferential field and parallel projective sine grating is discussed.
2.摘要根据标射理论，首先讨论了两面波干涉场的空间分布与影正弦光栅的等价性。
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1.It turns out that scalars also share this coordinate invariance property.
事实证明，标也具有这种坐标不变性。机翻
2.We know how to multiply by a scalar.
我们知道如何乘以一个标。机翻
3.When you multiply it by a scalar, or you're not changing its direction.
当你把它乘以一个标，或者你有变它的方时。机翻
4.And now let's begin the unit 1 review in earnest with vectors and scalars.
现在让我们从和标开始认真复习第一单元。机翻
5.And Bobby, please give me some examples of scalars in physics.
鲍比, 请给我举一些物理学中标的子。机翻
6.Like if, you know, let's go back to our kind of second grade world of just scalars.
就像，你知道的，让我们回到我们那种只有标的二年级世界。机翻
7.The scalar scaled up the vector. That might make sense.
标放大矢, 这也许是有道理的。机翻
8.Remember how I said that linear algebra revolves around vector edition and scalar multiplication?
还记得我说过线性代数围绕编辑和标乘法吗？
9.Or it might make an intuition of where that word scalar came from.
或者它可能会直觉地知道" 标" 这个词来自哪里。机翻
10.The only variable which is the same in both directions is change in time because change in time is a scalar.
唯一在两个方上相同的变是时间的变化，因为时间的变化是一个标。机翻
11.The scalar, when you multiply it, it scales up a vector.
标, 当你乘以它时, 它会放大一个。机翻
12.This is considered to be a scalar quantity.
这被认为是一个标。机翻
13.The way you'll often hear this described is that linear transformations preserve the operations of vector edition and scalar multiplication.
您经常听到的描述是 线性变换保留了编辑和标乘法的操作。
14.When we multiply it times some scalar factor.
当我们将它乘以某个标因子时。机翻
15.You often think of this as being broken up into a real or " scalar" part, and then a 3d imaginary part.
您通常认为它被分解为实部或“标” 部分，然后是 3d 虚部。机翻
16.Examples of scalars are time, distance, mass, speed, volume, density, work, energy, rotational inertia, and that's all I can think of.
标的子有时间、距离、质、速度、体积、密度、功、能、转动惯，这些就是我能想到的。机翻
17.Or even better, what vector, if I take any arbitrary scalar-- can represent any other vector on that line?
或者更好的是，如果我采用任何任意标，那么哪个可以表示该行上的任何其他？机翻
18.The distance between you and a bench, and the volume and temperature of the beverage in your cup are all described by scalars.
你和长凳之间的距离，以及你杯子里饮料的体积和温度，都是用标来描述的。机翻
19.So what happens if we take t, so some scalar, times our vector, times the vectors b minus a?
那么，如果我们取 t， 即一些标， 乘以我们的，乘以 b 减去 a， 会发生什么呢？机翻
20.But we just did it the first way the last time because I wanted to go from my basic definitions of scalar multiplication.
但是我们上次只是用第一种方法来做，因为我想从我对标乘法的基本定义开始。机翻
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划词翻译
详细解释
超椭圆曲线密码体制中的关键运算。
射理论，首先讨论了两
面波干涉场的空间分布与
影正弦光栅的等价性。
有
变它的方
时。
子。
