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Divisor scalar multiplication is the key operation in hyperelliptic curve cryptosystem.

除子标量椭圆曲线密码体制中的关键运算。

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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.

摘要根据标量射理论,首先讨论了两面波干涉场的空间分布投影正弦光栅的等价性。

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TED-Ed(视频版)

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。

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Crash Course Physics 速成课物理

And what are vectors? Scalars? And what does this mean?

什么是?标?这是什么意思?

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Linear algebra

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着乘法吗?

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Linear algebra

The way you'll often hear this described is that linear transformations preserve the operations of vector edition and scalar multiplication.

您经常听到描述是 线性变换保留了乘法操作。

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TED-Ed(视频版)

The distance between you and a bench, and the volume and temperature of the beverage in your cup are all described by scalars.

之间距离,以及你杯子里饮料体积温度,都是用标来描述

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Linear algebra

It's a little awkward to work with at 1st, because that left hand side represents matrix factor multiplication, but the right hand side here is scalar vector multiplication.

首先处理这个有点尴尬 因为左边表示矩阵因子乘法 但右边是标乘法。

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Apple 最新资讯

Our concept of the character is actually a composition of multiple Unicode scalar values, and decomposing these correctly is critical to getting that fidelity with Unicode, the characters, and the string API.

我们对于字符概念实际上是由多个统一码标值构成,正确地把它解构对于统一码精确性以及字符字符串 API 精确性都至关重要。

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Linear algebra

You'll see in the following videos what I mean when I say that linear algebra topics tend to revolve around these two fundamental operations vector edition and scalar multiplication.

在接下来视频中 你会看到我说线性代数主题往往围绕着这两个基本运算变换乘法。

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Linear algebra

But some special vectors do remain on their own span, meaning the effect that the matrix has on such a vector is just to stretch it or squish it like a scalar.

但是一些特殊仍然在它们自己张成空间上 这意味着矩阵对这样一个作用就是拉伸它或者像挤压标一样挤压它。

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Linear algebra

Well, the span of two vectors is basically a way of asking, what are all the possible vectors you can reach using only these two fundamental operations, vector edition and scalar multiplication?

两个张成空间基本上是一种问 你能得到所有可能是什么只用这两个基本操作 乘法?

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