OK, notice we have two inexact differentials and exact differentials. This is a condition.
好,注意到这里面有两个不准确微分量,和一个准确微分量,这是结论。
So how do we go about measuring these things and what sorts of errors are in them, and how accurate are they?
那么我们该如何去评估,其中产生怎样的误差,它们又准确到什么程度
And I could go recall from right above here on the left side of your brain, right in the premium of the cortex to predict exactly that key.
我可以唤起你大脑的右侧,即大脑皮层的前部分,准确地预知到这个键盘。
That in many cases, I can gain efficiency if I'm willing to give up space. Having said that though, there may still be a problem, or there ought to be a problem that may be bugging you slightly, which is how do I guarantee that my hash function takes any input into exactly one spot in the storage space?
普遍存在的增益和权衡,在许多的例子中,可以通过牺牲空间而得到效率方面的增加,话说回来,仍然存在一个问题,或者应该会有一个问题困扰着你,就是我如何保证我的哈希函数能够准确将,任一输入映射到相应的唯一的存贮空间中去?
Some scholars have pointed out that in Book II of the Iliad in the section that we call, "The Catalog of Ships," The poet lays out just exactly how many warships came to Troy fromGreece, and just exactly how many came from each town.
有学者指出在《伊利亚特》第二卷,《船舶名录》这一章节中,诗人准确地列出了从特洛伊出发到希腊的,战舰的数量,而每个城镇又各有多少
You can't see this too well but there's a map of the world here that actually shows you all the individual cases of polio that occurred between this period of August 2007 and, it's cut off on the screen, February of 2008.
你可能看不清这个幻灯片,但是这里有一副世界地图,上面准确的展现了在二零零七年八月到,在屏幕上没有显示出来,是到二零零八年二月之间发生的,所有小儿麻痹症的个案
If I'm careful I should get this right 1, 2, 3, and 4 are the possible choices for Player I.
我好好画一下,这样会准确点,参与人I的可选策略从1一直到4
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