1) stopping time problem
停时问题
2) parking problem
停车问题
1.
Due to the rapid increase of private vehicals,the parking problem has become very prominent.
近年来,由于私人小汽车的数量增长迅速,由此带来的停车问题日益突显。
2.
Combined with the living civilization background,it introduces the existing measures solving parking problem,analyzes the feasibility,and brings forward improved suggestions to use the non-residential land effectively through building community autonomy system,which will solve the parking problem in the residential region effectively.
结合苏州的生活文化背景,对现有解决停车问题的措施进行了介绍,并对其进行了可行性分析,提出通过建立社区自治体制的方式,有效地利用非居住用地的改进建议,从而有效地解决了居住小区的停车问题。
3) halting problem
停机问题
1.
Turing applied it to prove the famous"halting problem"in the computation theo- ry.
伯特纳德·罗素用它提出了著名的"理发师悖论",对整个数学的逻辑基础提出了质疑;康托应用它建立了集合的势的理论,其中最著名的一个结论是:不存在最大势的集合;图灵应用它证明了计算理论中著名的"停机问题"。
2.
The paper introduces several important notions such as uncountability and halting problem firstly,the fact is proved by contradiction that halting problem is impossible problem,and the same to other relative issues in computer is proved by reduction.
本文先介绍了不可数性和停机问题等重要概念,用反证法证明了停机问题是不可解的,并使用归约法对计算机中的相关问题的不可解性进行了证明。
4) parking problems
停车问题
1.
Therefore,study of parking problems in small and mid-sized cities and propose recent improvement strategy and long-term planning program,will be very necessary and urgent for relieving parking problems.
目前我国中小城市中心区的停车问题,已经成为制约城市可持续发展、影响城市交通顺畅、安全及人们生活质量的焦点问题。
2.
Parking facilities are got more attention by people as a very important part of urban traffic,especially in our developed areas,with the rapid development of urban mobility,parking problems are increasingly highlighted.
停车设施作为城市综合交通中的重要环节越来越受到人们的重视,尤其在我国发达地区城市,随着城市机动化的迅猛发展,停车问题正越来越突显出来。
5) the problem of worktime
工时问题
1.
Reasons to overlook the problem of worktime are various.
工时问题是工厂设计中的一个重要问题。
6) horizon problem
时限问题
1.
This result shows that horizon problem does exist in our data, which also partially supports the prediction of inconstant time discounting .
该结果表明时限问题在这些企业中客观存在,并部分支持变动时间贴现理论。
补充资料：停时
停时
stopping time;
停时[咖lpl啾山祀;oc拙10训BpeM”」[fI、注】设抓，作T，是可测空间(measulable sPilce)(。，劝上的非减子a代数族，此处T是【0，田」中的一区问或{0，1，…}日{刃}的一子集，则停时(‘一J这一子代数族相关的)是一个映射(随机变量(，:川由mva‘able))::。，T日{的}，使得 {T(‘。)簇弓〔心，对一l)Jt任T成立.这一随机变量也称为可选随机变量(oPtiontll rdndom vdriable).这一条件解释为时间值随机变量t不具有未来的知识，因为a代数式概括了“直到时刻t的随机事件”.许多停时由“在该时刻给定的事件被首次观察到”产生.例如，随机过程X(t)首次进人(firstti服of entry)集合A(击中11、」(Ilitti一19 time)).在俄文文献中术语Map劝。时tMarkovmon祀11t，Markovtime)常用来表示停时.有时也见到术语非预料时(11on一anticipating tin犯).停时在最优停止问题(optiTnal stopping problenl)中自然会出现.例如，见【A4].
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