chain rule

Two proving method for chain rule of analytic function .

解析函数链式法则的两种证明方法。

The other method is using the chain rule .

另外一种方法就是用链式法则。

I 've seen this one before in the chain rule .

这在链式法则里面看到过。

Well , we can use the chain rule .

可以使用链式法则。

So , we have to use the chain rule .

这里我们利用链式法则。

So let 's use the chain rule .

为了把这里的p变成，我们需要利用链式法则，好，让我们使用链式法则。

What does the chain rule tell us ?

链式法则告诉了我们什么？

Our derivation of the chain rule contains one flaw .

我们推导链式法则的过程中有一个漏洞。

A Note about the Proof of the Chain Rule

关于链法则证明的注记

Well , of course we know the answer because that 's a special case of the chain rule .

我们当然知道答案了，因为这是链式法则的一个特例。

With the chain rule , gives me a theta dot .

根据链式法则，我得到θ点。

Well , the chain rule tells us g changes because x , y and z change .

由链式法则可知，g随x，y，z的变化而改变。

Well , we could use differentials , like we did here , but we can also keep using the chain rule .

我们可以用微分，就像这样，也可以用链式法则。

In fact , if you have several substitutions to do , you can always arrange to use one chain rule at a time .

如果需要多次替换变量，一次使用一次链式法则。

The formulas calculating higher derivatives of parametric functions and composite functions are given by the chain rule and the product formula for derivatives .

用函数的链式法则和乘积公式给出了参数函数和复合函数的高阶导数的计算公式。

We will assume that you know what the chain rule is and what a dot product is , and a partial derivative , etc.

我们将假定您已经知道链式法则、点积、偏导数等概念。

The way in which you prove the chain rule is not this way because we shouldn 't have too much trust in differentials just yet .

证明链式法则的方法不是上面那样，但由于目前大家对于微分，理解得不够深刻。

OK , this is only true for an ideal gas , and we went through that mathematically where the , with a chain rule .

这一关系只对理想气体成立，上节课我们，用链式法则推导出了这一关系。

Expect one about a min / max problem , something about Lagrange multipliers , something about the chain rule and something about constrained partial derivatives .

有一个极值问题，也有关于拉格朗日乘数法的，链式法则也会有的，约束条件下偏导数当然不会漏掉。

OK , this guy , by the chain rule , is the rate of change of f if I take x and y to be functions of t.

由链式法则，这是&，如果把x和y看成t的函数的话，它是f的变化。

2y The two pops out , becomes2y , and then I get the chain rule , y dot , 0 and that equals zero .

这两个变成，得到一个链式法则，得到y点，等于。

OK , and we can find this one from the constraints as we 've een at the beginning either by differentiating the constraint , or by using the chain rule on the constraint .

我们可以从限制条件中找到这个，我们一开始就看到的，要么用微分限制条件，要么利用链式法则。

That gives me a two x dot , but I have to apply the chain rule so I also get x double dot , - the second derivative it 's the acceleration with the chain rule gives me an x dot .

2倍的x点，我要运用一般规律，所以还有个x2点，第二个未知数-，这是加速度-，乘以x点。

A novel method of tomography image processing is presented for polymer configuration of extrusion , according to the relation of joint entropy , condition entropy , mean mutual information and mutual information chain rule for multidimension random variable in the theory of optics information .

依据光学信息论中的多维随机变量的联合熵、条件熵、平均互信息之间关系和互信息的链式法则，提出了面向挤出中聚合物形态的层析图像处理方法。

In this paper the polar coordinate system and the polar coordinate translation are unified to the theory of differential geometry , which also leads to the chain rule in the classical analysis : And the results above are extended to a general situation in the meantime .

本文讨论极坐标系与极坐标变换统一到微分的观点之上，由此也可同样地得出古型分析中的链规则（复合函数的求导法则）：并将上述结果推广到一般情况。

A hybrid shock formed by linking up different types of shocks may exist in the interplanetary sparce , and the linkage and the evolution of its components observe the chain rule of " slow shock-switch-off shock-intermediate shock-switch-on shock-fast shock " .

在行星际空间可能存在由各类激波连接而成的混合激波，其组成部分的连接方式和时间演化遵循慢激波导灭激波中间激波导生激波快激波链式规则。

Matrix block computation with serial carry chain for rule extraction in massive data sets

大数据集上基于串行进位链规则提取的矩阵分块算法

It analyzed the type of operational instability of the supply chain from formation rule , degree and market structure .

按形成规律、程度和市场结构对供应链运营不稳定的类型进行划分。

RETURN : The RETURN target set in a rule makes the packet matching that rule stop traversing through the chain containing the rule .

RETURN：在规则中设置的RETURN目标让与该规则匹配的信息包停止遍历包含该规则的链。