-
A narrative theory is always talking with some satisfaction about how there's no such thing in fiction as irrelevant detail.
一个叙述性的理论通常都在讲述,小说中没有细节是完全和主题无关的这一满足感。
-
But the most central act of eating, of course, in Milton's great epic obviously has nothing to do with angels.
但最重要的吃的行为当然，弥尔顿最伟大的叙事诗显然和天使无关。
-
That for an ideal gas it has to be the case that there's no volume dependence of the energy.
我们可以直接推导这个结果,即证明对理想气体，内能和气体体积无关。
-
If it was directly transcribed there'd be regions that are important for making insulin and regions that are not.
如果直接转录的话,那被转录的序列中就会既包括了,和生成胰岛素有关的重要区域,也包括了与之无关的区域
-
How far you are away from the nucleus in terms of a radius, they don't depend at all on those two angles, theta they're independent of theta phi and they're independent of phi.
只和离核子的距离，也就是半径有关，它们和,另外两个角度无关，它们不决定于,也不决定于。
-
And then, of course, there's lots of stuff that doesn't have anything to do with the Mycenaean period.
因此也有很多东西,和迈锡尼文明时期无关
-
Whether or not it's a fact is completely immaterial to Eliza, it's completely immaterial to Henry Higgins, and it's completely immaterial to the outcome of My Fair Lady.
西班牙是否多雨都和女主角，或者男主角无关，或者和整部窈窕淑女都无关紧要。
-
They're not an account of the divine, which is what theology means,an account of the divine.
这些故事无关神性，和那些神学中所指的，对预言的阐述。
-
That would say, how much the stock changed is independent of its current price.
也就是说这个股价的改变量中,有多少是和当前价值无关的。
-
There are so many South's today that it has rendered this question in some ways almost irrelevant, but, in other ways, of course not.
现在南方有许多的东西,看似和这个问题无关,从某种角度而言甚至是毫不相关,但是,换个角度来说 当然不是这样的
-
So, I don't give credit to the religion on that.
所以，这一点上我觉得和宗教无关。
-
Here are two stories not having to do with death per se that may help us get a feel for the oddity of trying to disregard these facts.
下面有两个和死亡本身无关的故事,可能会让我们感觉到,试图无视这些事实的奇怪之处。
-
The a is not dependent on time.
和时间无关
-
The debt irrelevance theory says that it matters for the price of a share what a company issues-- how much debt it takes on-- but it doesn't matter for the value of the company.
负债不相关理论说明它和,公司发行股票的每股价格,和总负债有关,但和公司的价值无关
-
Or it could be not having to do with the cells themselves but maybe the environment that the cell finds itself in.
这种不同也可能和细胞本身无关,而和细胞所处的环境的变化有关
-
This isn't the last time this will happen during the course of the syllabus, our job is to bring out the implications for literature of texts that we read that don't have any direct bearing on literary study.
而且以后你们还会读到很多和文学没有关系的东西,在课程大纲里，我们的任务是,读懂文学的含义,但是课程里却又很多东西和文学无关。
-
The only valuable now on this side is temperature.
压强和容积都无关紧要了。
-
It's not irrelevant to our understanding of Lycidas.
这和我们对的理解并不是完全无关的。
-
It didn't depend on the size of the input.
这和输入的大小是无关的。
-
When we look at this angular part, we see that it's always the square root of 1 over 4 pi, it doesn't matter what the angle is, it's not dependent on the angle.
当我们看这角向部分，可以看到它总是等于１除以４pai开根号，这和是什么角度没有关系，它和角度无关。
-
Again, the reason for that is because the energy only depends on the n value here, it doesn't depend on l or on m.
因为，能量,只和n的值有关，与l和m的值无关。
-
Before I talk, I just want to say one more thing about Modigliani-Miller and dividend--irrelevance of dividends.
在讲之前,我想再说一点,关于MM模型和股利无关性
-
It doesn't depend on the input.
和输入无关。
-
In other words, the order of taking the derivatives with respect to pressure and temperature doesn't matter And what this will show is that dS/dp dS/dp at constant temperature, here we saw how entropy varies with volume, this is going to show us how it varies with pressure.
换句话说,对温度和压强的求导顺序无关紧要,结果会表明,恒定温度下的，对应我们上面看到的，熵如何随着体积变化，这个式子告诉我们，熵如何随着压强变化。
-
It doesn't depend on theta, it doesn't depend on phi.
它和theta无关，和phi也无关。
-
What I found when I thought about the Methuselah case was, even though it was me at age 800, the same person as the one who's standing here in front of you now, ?" it didn't really matter. I said, "So what?"
当我思考Methuselah时，我想到的是，虽然八百岁时的我还是我，和现在站在你们面前的人,是同一个人，那已经无关紧张，我说了“那又怎样“
应用推荐