And another would be trying to better analyse the risk presented now in that first bucket of parametric insurance.

另种方法是尝试更好地分析目前第类参保险所带来的风险。

Let's say we describe the very first shape,   this square, as a parametric function.

让我们说我们描述的第形状，这正方形，作为参函。

And we ended up with a truly complex parametric facade, where each welded console, made of black metal, has its own unique length.

我们最终得到真正复杂的参外立面，其中每由黑色金属焊接而成的扶壁都有自己独特的长度。

The results show that the proposed method can effectively reconstruct the 3-D parametric image of the bladder, where the structure similarities of reconstructed images against the bladder phantoms are above 0.81.

结果表明, 所提的方法可以有效地重建膀胱的三维参图像, 其中重建图像与膀胱幻象的结构相似性高于0.81。

This is the typical parametric base setup.

这是典型的参础设置。

Maybe you've heard of parametric design in architecture, the free-flowing futuristic style influenced heavily by computer algorithms.

也许您听说过建筑中的参设计，这是种深受计算机算法影响的自由流动的未来主义风格。

But when you're dealing in R3, the only way to define a line is to have a parametric equation.

但是当你在 R3 中处理时，定义条线的唯方法是有参方程。

To evaluate and justify the use of process analytical technologies (PAT) in conjunction with parametric and real time release.

评估并证明使用过程分析技术(PAT)与参和实时发布相结合的合理性。

To identify risks which should be communicated between inspectors and assessors to facilitate better understanding of how risks can be or are controlled (e. g. , parametric release, Process Analytical Technology (PAT)).

识别检查员和评估员之间应沟通的风险， 以促进更好地解如何控制风险（例如，参放行、过程分析技术 （PAT））。

And when we did it in R2, I did a parametric equation, but we learned in Algebra 1, you can just have a regular y in terms x.

当我们在 R2 中做这时， 我做参方程，但我们在代 1 中学到，你可以只用 x 项有正则的 y。

The only way to define a line or a curve in three dimensions, if I wanted to describe the path of a fly in three dimensions, it has to be a parametric equation.

在三维空间中定义条线或条曲线的唯方法，如果我想在三维空间中描述苍蝇的路径，它必须是参方程。

Or if I shoot a bullet in three dimensions and it goes in a straight line, it has to be a parametric equation.

或者， 如果我在三维空间中射击颗子弹，并且它沿直线方向飞行， 则它必须是参方程。

You don't have to have a parametric equation.

你不需要有参方程。

And just like that, we have three parametric equations.

就这样, 我们有三参方程。

If we wanted to write it in kind of a parametric form, we can say, since this is what determines our x-coordinate, we would say that x is equal to 0 plus t times minus 2, or minus 2 times t.

如果我们想用参形式写它，我们可以说，既然这是决定我们的 x 坐标的东西，我们就会说 x 等于 0 加 t 乘以减 2，或减 2 乘以 t。

So if you watch the videos on parametric equations, this is just a traditional parametric definition of this line right there.

所以，如果你看下参方程的视频，这只是这条线的传统参定义。

The vector P1 plus some random parameter, t, this t could be time, like you learn when you first learn parametric equations, times the difference of the two vectors, times P1, and it doesn't matter what order you take it.

向量 P1 加上些随机参 t， 这 t 可以是时间，就像你第次学习参方程时学到的那样，乘以两向量的差，乘以 P1， 你取什么顺序并不重要。