概率论的基本原理之一叫做乘法法则。
One of the first principles of probability theory is called the multiplication rule.
目前我正在修概率论课程。
概率论第一个基本原理中的一条是事件的独立性。
One of the first principles of probability is the idea of independence.
此领域与数据挖掘密切相关，并且经常需要使用各种技巧，包括统计学、概率论和模式识别等。
The field is closely related to data mining and often USES techniques from statistics, probability theory, pattern recognition, and a host of other areas.
我也赞同里索对客观概率论的批评，有人企图用它来减少现实世界的不确定性，使其趋近于确定的世界。
I would also endorse Rizzo's critique of attempts to use objective probability theory as a way of reducing the real world of uncertainty to certainty equivalents.
我不准备拓展这一部分，毕竟这节课不是概率论，但我希望你们能记住这个公式，并且学会应用。
I'm not going to expand on this because I can't get into — this is not a course in probability theory but I'm hopeful that you can see the formula and you can apply it.
如果继续往下看，在概率论里有一个基本的概念，叫做二项分布。
If you follow through from the independent theory, there's one of the basic relations in probability theory — it's called the binomial distribution.
保险机构的出现，我认为这是金融业中，最早的分支之一，大约在17世纪，概率论刚刚诞生。
The institution of insurance is something that really came in — it's one of the earliest — I consider it a division of finance — really came in the 1600s when probability theory was invented.
是的，什么概率论、科学…都会反对我，这我懂。
我认为概率论的发明促使了保险业的诞生，这是我为什么认为理论对于金融非常重要。
I think it was the invention of probability theory that really started it and that's why I think theory is very important in finance.
某些人觉得这很惊奇并且值得一提，而无神论者则认为这不过是概率论的结果而已。
To some they are amazing and worthy of note, to the skeptics, it is just the law of probability.
在1738年，丹尼尔试图用微积分来解决一个概率论和赌博理论里的问题，无意间却发现了货币的边际效用递减法则的概念。
In 1738, Daniel, trying to solve a problem in probability theory and the theory of gambling by use of the calculus, stumbled on the concept of the law of diminishing marginal utility of money.
但注意，这个公式是基于概率论的。
泽利泽发现有些寿险公司，通过改变营销思路克服了这个难题，他们告诉自己的推销员，不要试图给你的客户讲概率论。
What Zelizer reported was that some life insurance companies surmounted this problem by changing the pitch, by telling their salespeople, don't try to explain probability theory to these people.
不管怎样，在故事结尾，那勒回去了，我们知道他已经掌握了概率论的知识？
Anyway, the story ends and Nala goes back and is now armed with probability theory, we assume.
哈金相信历史上有很多赌博理论家，曾多次构想了概率论，但从来没有记录下来，并且恐为人知。
Hacking believes that there were many gambling theorists who invented probability theory at various times in history but never wrote it down and kept it as a secret.
就是概率论，以及通过风险汇聚来分摊风险。
It really is probability theory and the idea of spreading risk through risk pooling.
有那勒,他遇到的这个人,叫睿都巴若那,这就到了讲概率论的时候了
we have Nala and he meets this man, Rituparna, and this is where a probability theory apparently comes in.
的本体论进行论证，或是罗威廉William Rowe复杂版的有关邪恶的概率论证。
Anselm's ontological argument or William Rowe's complex version of a probabilistic argument from evil.
所以直到十七世纪,概率论,才被记录下来,形成理论,并且在那个世纪里诞生了,金融和保险的雏形
So, it was in the 1600s that probability theory started to get written down as a theory and many things then happened in that century that, I think, are precursors both to finance and insurance.
无线环境是非常复杂的，是概率论的典型应用。
Wireless environment is very complicated, which is a typical application of probability theory.
该系统包括六个子系统：人机界面、内核、集合论、概率分布、随机现象和帮助子系统。
The system consists of six subsystems, which are human computer interface, kernel, sets theory, probability distribution, stochastic phenomena and help subsystem.
所学专业是应用数学，主要教授《微积分》、《线性代数》、《概率论与数理统计》课程。
I have been teaching courses such as Calculus, Linear Algebra, and Probability and Mathematical Statistics in the institute for more than twenty years.
这是概率论教材，希望对大家有很大的参考价值！
This is the teaching of probability theory, I hope all of you have great reference value!
这些自以为有学问的人同他们的概率论模型现已吃上了官司。
These eggheads are now in the dock, along with their probabilistic models.
本课程的重点是数据分析以及概率论和统计学的理论基础。
This course focuses on analysis of data and the theoretical underpinnings of probability and statistics.
运用概率论和数理统计方法，确定了第二代红外线热轴判别标准的几个主要参数的计算机算法。
Finally several parameters for second generation infrared hot-box alarm criteria are determined by means of the probability theory and the mathematical statistics.
粗糙集理论是继概率论、模糊集、证据理论之后的又一个处理不确定性问题的新型数学工具。
Rough set theory is a new mathematical tool to deal with vagueness and Uncertainty problem after probability theory, fuzzy sets, mathematical theory of evidence.
粗糙集理论是继概率论、模糊集、证据理论之后的又一个处理不确定性问题的新型数学工具。
Rough set theory is a new mathematical tool to deal with vagueness and Uncertainty problem after probability theory, fuzzy sets, mathematical theory of evidence.
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