The hyperbolic trigonometric functions are to hyperbolae as the trigonometric functions are to circles. That is, imagine you plot these points on a Cartesian plane for all possible values of t.
双曲三角函数就是对曲线应用三角函数,也就是说,想象将这些点放在笛卡尔平面上来得到t的所有可能值。
In this example, I create a vector (t) with values ranging from 0 to 2pi (with a step size of 0.2).
在这个例子中,先是创建了一个向量(t),其值的范围从0到2pi(步进大小为0.2)。
If I had had a clean interface, that I had a specific method to get those values out, I wouldn't have to change anything.
如果之前我创建了,一个清楚的借口,也就是我有特定的,取得这些值的方法的话。
Right. It's a slight lie, it doesn't have all possible values, but you get the idea. It has, if you like, intellectually, all possible values.
我撒了个小谎,这个空间并没有包含所有的可能的值,你们懂的,理性点说,如果你喜欢,我这么说的话,它包括了所有可能的值。
Can you talk a little about what you mean by... I mean I've read the chapter Well, I think it's a phrase that used by Welles and he says he, as a fascination for values that exsited in earlier society, which don't exist any more.
你能再解释一下你的问题吗。,当然,我是读完了这一章的,这是威尔斯常用的一句习语,正如他所说,这东西是一种内在的价值魅力,不过现在已经不存在了,只能在历史中找到些许影子。
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