a You know that what will happen is that heat will flow from a to b from b to c and from a to c. That's common-sense.
你知道会发生的是热量从流向,从流向,以及从流向。
So let's just compare. Let's compare what C happened in path A to what happened in paths B and C. Yes?
我们比较一下沿,路径A和路径B和,所发生的事有什么不同,什么?
And b, they have what's called a low expense ratio since they're easy to implement, you don't pay anyone to be brilliant to implement if for you.
但是他们的费用比率很低,因为这种做法很容易,你不需要,有多聪明就能去实施。
So you can think of it, if we were to just think of it as a straight line that we were going across, essentially what we're saying is that we're getting from point a to point c without ever getting through point b.
你们可以来想想看,如我我们把它想成是一条直线,我们要沿着这条线经过,这就是说我们要从a点,不经过b点而到c点。
Maybe the argument goes wrong by assuming that identity--when A is equal to B, it's always equal to B, no matter what.
也许这个论证就错在,假设了同一性,即当A等于B的时候,它总是等于B,无论情况如何
Well, it looks like I just stole my own implementation Y but I happen to call it A and B, instead of X and Y, and so here, what's going on?
嗯,看起来我刚好像盗用了我自己的实现,我碰巧叫它为A和B,代替X和,这里,发生了什么事?
So, suppose I tell you to add two vectors, A and B equal to C, and I say, "What's the result of adding A and B?"
假设我告诉你们将两个矢量相加,A + B = C,我问,"A 加 B 结果是什么"
So prices are determined as follows: prices depend on some parameters I'm just going to call a and b, and let me write the equation and then we'll see what it looks like.
价格由如下因素决定,价格取决于两个参数a和b,我们用方程写一下吧
Well, go back to what I did before.
我会用a*a的b-1次方的形式来表达。
What am I supposed to do with a and b?
我将怎么处理这a和b两个常数
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