Not really. I feel somewhat like an inverse tangent function that's approached an asymptote. Are you saying you're stuck?

不太好，感觉像是反正切曲线接近渐近线了。你是说你卡住了？

Whereas this power law model, which says things are slowing down, but never reaching an asymptote?

而幂律模型表明事物正在减速，但从未达到渐近线？

Still asymptote going from high to low.

仍然是从高到低的渐近线。

So, an asymptote might be, okay, you start out, you have 10, then 5, then 2.5.

因此，渐近线可能是，好的，你开始时有 10，然后是 5，然后是 2.5。

So, asymptote can go from low to high, it can go from high to low.

所以，渐近线可以从低到高，也可以从高到低。

You can create something called a rectangular hyperbola, I guess, which has an initial high slope and then reaches an asymptote, but they're equally simple models.

我想， 您可以创建一种称为矩形双曲线的东西，它具有初始高斜率， 然后达到渐近线，但它们同样是简单的模型。

I would bet, if I was a betting man, that it's kind of an asymptote.

如果我是一个赌徒，我敢打赌，这是一种渐近线。

The returned traveller entered the house, where he found awaiting him poor old Mrs. Martin, to whose earthly course death stood rather as the asymptote than as the end.

归来的旅人走进屋子， 发现可怜的老马丁太太在等着他， 她的尘世历程与其说是终点， 倒不如说是死亡的渐近线。

And that's what's really cool because the original model, if you give it say just 5,000 generations worth of our fitness data and ask it to predict into the future, it says the asymptote is here.

这才是真正酷的地方，因为如果你给原始模型提供 5,000 代的健身数据并要求它预测未来，它会说渐近线就在这里。