1) Possible event
可能事件
2) impossible event
不可能事件
1.
This article, by discussing the little probability event principle and its corresponding properties, clarifies the difference as well as the interrelation between the little probability event and the impossible event, and demonstrates the application of the little probability event principle to the Probability and the hypothesis testing by means of concrete examples.
本文讨论了小概率事件及其相关性质,说明了小概率事件和不可能事件的区别与联系,并以实例说明小概率事件在概率论及假设检验中的实际应用。
3) almost impossible event
殆不可能事件
4) equally possible event
相等可能事件
5) Is it within the bounds of probability?
这件事有可能吗？
6) extension events
可拓事件
1.
As the tools for the research into the probabilities of classical and fuzzy random events, the classical probability theory and fuzzy probability theory are of no avail in handling extension events, another type of random events in the real world.
因此在给出可拓事件概念的基础上 ,研究了可拓事件的运算规律 ,并由此定义了可拓事件的概率的概念 ,进一步讨论了其性质 。
2.
The concepts of the random matter elements ,the matter element models of the random events and the concepts of extension events and extension probability in extension mathematics are introduce.
引入了随机物元的概念，建立了随机事件的物元模型，提出了可拓数学中可拓事件与可拓概率的概念。
补充资料：不可能事件
不可能事件
impossible event
不可能事件「如训画Ne eve沉;“e的3Mo翎oe eo6研，e] 在给定条件下不可能发生的事件如果(O，哟尸)是概率空间，不可能事件是空集必。了，它不包含任何基本事件0，00.不可能事件是这个概率模型中必然事件(cenain eVent)的余事件，因此，赋予它零概率P(中)二0.A.B.nPoxoPO。撰刘秀芳译
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条