基本事件空间,space of elementary events

1)space of elementary events
基本事件空间

2)event space
事件空间
1.
Parametric equations and its first integrals for Birkhoffian systems in the event space;
事件空间中Birkhoff系统的参数方程及其第一积分


2.
Noether s theory for Birkhoffian systems in the event space;
事件空间中Birkhoff系统的Noether理论


3.
Mei conserved quantities for systems with unilateral non-Chetaev nonholonomic constraints in the event space;
事件空间中单面非Chetaev型非完整约束系统的Mei守恒量


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3)spatial event
空间事件
1.
The 2 kinds of spatial events and the subscription of spatial event in current spatial publish-system are depicted,then a model of spatial intelligent publish-system is presented,which can solve the bandwidth limitation of wireless c.
该模式的位置服务依赖于现存的空间发布系统,而目前空间发布系统由于条件的限制不能有效地完成空间事件的预订和发布。


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4)space-event
空间-事件

5)basic event
基本事件
1.
After a qualitative analysis of these fault trees, the minimal path sets and the important degree sequence for each basic event were obtained, according to which results caused by basic events could be forecasted and basic measures for accident avoidance could be decided.
通过对事故树的定性分析,得出事故树的最小径集和基本事件重要度排序。


2.
In system safety theory, the problem to realize the given value of system safety target by deciding the reliability of each basic event has not been well solved till now.
在系统安全理论中,确定各基本事件的可靠度以实现所给定的系统安全目标值问题一直没有得到很好解决。


3.
Fault tree model is the graphical expression of connection of basic events which result in system fault, and used in qualitative and quantitative analysis of system fault model.
故障树模型是导致系统失效的基本事件之间逻辑关系的图形表示 ,应用于系统失效模型的定性和定量分析。


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6)essential event
基本事件
1.
According to a qualitative analysis of casing fault tree, and by taking casing failure as the top event, 47 different essential events are found out, and each event can be equaled to Boolean equation.
通过对以套管失效为顶事件的套管故障树的定性分析 ,得到了 4 7个可以等效为布尔方程的基本事件。


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补充资料：基本事件


基本事件
etanentajy everts

　　概率模型的一个最初的概念.在概率空间(Q，了，尸)的定义中，非空集O被称为基本事件空间;任意点。eo是一个基本事件(elelnenta卿eVent).以非形式的观点，Q表示某一随机试验所有结果的集合，而一个基本事件田对应于一个基本结果:试验以一个且只有一个结果结束，这些结果是不可分解且互相排斥的.在基本事件。(。中的一个点)和事件{。}(某一事件类丫的元)之间有着基本的区别.见概率论(pro加 bility重坛泊刁);概率空间(pro加bility sPaCe);随机事件(m耐。me记ni).A.B.npoxopoB撰刘秀芳译基本事件[雍此劝叮曰.妇;”e娜。Tapooe，6。。。l
　　
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基本事件空间,space of elementary events