为此，提出一种基于事件概率的K覆盖算法。
This paper puts forward an event probability K coverage algorithm.
关于等可能事件概率模型（古典概型）的理解；
The understanding of equity possibility events probability model (the classical allusion exemplifies a type);
最后，还建立了基本事件概率重要度系数的数学模型。
At last, the mathematical model has also been made on the coefficient of probability important degree of the elementary events.
风险评价包括风险辨识、危害事件概率分析、危害事件后果分析和风险评定。
Risk assessment includes risk identification, hazardous events probability analysis and consequence analysis and risk assessment.
但是我们在这些特定假设之下，计算出来的事件概率之外，还有一些事情没有反映出来。
Underlying it there were other things besides just the calculation of their accident rates that had certain assumptions built in.
对这两种极限状态，应分别采用随机事件和模糊随机事件概率的数学模型进行其可靠度分析。
The mathematical models of probability of random event and fuzzy random event should be taken to analyze the reliability of a structure for these two kinds of limit state.
结果表明，当估计的事件与主体有关时，被试对消极事件概率估计较低，对积极事件概率估计值；
The results showed:(1) The probability estimation was significantly lower for passive events than active events when the events in the tasks were related to the subjects;
提出了对随机事件概率分布参数进行自学习的方法，把知识化制造单元中的不确定因素纳入任务控制的数学模型。
The uncertain factors of the knowledgeable manufacturing cell were included in the task control model by utilizing a self-study method of probability distribution parameters of stochastic events.
本文用模糊数学方法对构件因裂缝开展的耐久性失效概率作了初步分析，采用了“模糊事件概率” 的数学模型。
This paper has initially used the method of fuzzy sets to analyse the possibility of durability failure, and taken a mathematic model for the possibility of fuzzy event.
对模糊型网络计划，计算模糊工期风险概率是利用模糊事件概率的普通事件概率表示方法，用常规的概率方法求解。
Using the expression way of general event probability to fuzzy event probability, common method of probability can find fuzzy event period risk for fuzzy network planning.
然而，量子力学的预测只给出事件发生的概率，而不是事件是否会发生的确定性陈述。
The predictions of quantum mechanics, however, give only the probability of an event, not a deterministic statement of whether or not the event will occur.
在这些危机发生后不久，很难劝服人们相信这种痛苦事件近期内不会再次发生，因为它们还是有可能发生，只是概率极低。
In the immediate aftermath of such crises, it is difficult to convince people that the wrenching events are not likely to recur any time soon, because, with a (very) low probability, they might.
对一个极端的末尾事件的概率预测上的较小改变，能够导致一场大破坏。
A small shift in the predicted probability of an extreme tail event can wreak havoc.
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.
尽管堆芯熔毁的概率很低，但是这种事件会对这种非碳能源产生难以抹去的耻辱。
But, although the risk of a nuclear core meltdown is very low, the impact of such an event creates a stigma around the noncarbon power source.
然而令人感到惋惜的是，这实在是一件小概率事件；有许许多多其它的专题纪录片还需要票房来弥补拍摄的资金。
But, sadly, it is an all-too-rare event and there are only so many other feature documentaries that these successes can then subsidise.
之后就发生了一件能够影响国家命运的小概率事件。
There then occurred one of those chance minor events that sometimes decide the fate of nations.
每10 000个女性在她们70岁左右的时候，使用雌激素之后，有16个额外心脏病概率，19个意外死亡以及48个重大的不良事件。
For every 10, 000 women in their 70s, using estrogen would cause 16 extra heart attacks, 19 extra deaths and 48 serious adverse events.
如果概率是0意味着事件一定不会发生。
If the probability is zero that means the event can't happen.
交易员们错误地估计了小概率事件的可能性。
例如，两个量子事件a和b，描述为所谓的概率幅，分别为alpha和beta。
For example, two quantum events, a and b, are described by so-called probability amplitudes, alpha and beta.
对我来说更贴切的比喻是,如果一个小说的故事情节是基于一个小于1%概率的事件的话,人们会指责你的创意了,他们会说这太荒诞.事实上,生活恰恰会经常变的荒诞无常,科学也不能测量宇宙趋势来扔给你一个真正完美的弧线球.
The fact is, life is fairly often unrealistic. Science can't measure the tendency of the universe to throw you a genuine curveball.
黑天鹅事件就指那些极小概率，但是有极大影响事件。
正如波斯纳强调的，要精确估计高度偶发事件的实际发生概率是非常困难的，这次的漏油事件就是属于这类事件。
As Posner emphasizes, it is very difficult to estimate with any precision what is the actual probability of highly infrequent events, and such a leak would fall within this class.
尽管这种几率非常非常小，但是不寻常事件发生的概率不会是零。
The risk is exceedingly small but the probability of something unusual happening is not zero.
这使他提出了这样的推论：事件的信息容量与事件发生逆概率的对数成正比。
This led him to calculate that the information content of any event was proportional to the logarithm of its inverse probability of occurrence.
目前看来，金融市场的“黑天鹅”或者说一些极端事件所发生的频率，比通常的概率模型所预测的要大得多。
It turns out that in financial markets "black swans", or extreme events, occur much more often than the usual probability models suggest.
目前看来，金融市场的“黑天鹅”或者说一些极端事件所发生的频率，比通常的概率模型所预测的要大得多。
It turns out that in financial markets "black swans", or extreme events, occur much more often than the usual probability models suggest.
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