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timetabling相关的网络例句

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与 timetabling 相关的网络例句 [注:此内容来源于网络,仅供参考]

Timetabling for the celebrations is not yet available.

至于具体的时间布置目前还无法泄漏。

With the constantly development of high education, timetabling has played an important role in training students and rising the education quality.

近年来,随着高校教育事业的不断发展,课程编排问题在一定程度和深度上影响着学生培养与教学质量的提高。

Therefore, the research and development timetabling many colleges and universities as well as domestic and foreign software companies have become a subject of study in this area has made a lot of theory and method.

排课作为高校教务管理工作中最重要也最复杂的部分之一,已经成为国内外众多高校以及软件公司的研究课题,也取得了许多这方面的理论成果和实现方法。

An efficient timetabling algorithm which deals with the new model is described later .

调度问题是人类日常生活中很困难且很常见的一类信息处理问题。

Chapter 3 will discuss the connection between timetabling courses of environmental education and the courses of participatory construction event.

第三章探讨排课性环境教育课程与参与式营造事件课程间的关联。

Timetabling Problem is a Multiobjective Combination Optimization Problem with constraints, and also has been proved NP-Completed.

排课问题是一个有约束的、多目标的组合优化问题,并且已经被证明为一个NP完全问题。

Timetabling for the celebrati** is not yet available.

至于具体的时间安排目前还无法透露。

Among them, ETA belongs to the famous timetabling problem which is a NP complete problem and has been a research puzzle for a long time.

其中考试时间安排属于著名的时间表问题TTP,TTP 问题属于NP完全问题,是研究的一个难题。

Solving a real world timetabling problem manually often requires a significant amount of time, sometimes several days or even weeks.

解决为问题订时间表的一个现实世界手工经常需要相当多数量的时间,有时几天或者甚至周。

This algorithm is easy to be adjusted if some timetabling conditions are changed.

本文试图从国内务大学的实际教学管理特点出发,在时间表问题的基础上加上种种限制和扩充,提出一个符合国内实际情况的实用大学课程表问题模型PTPM,並从算法的完备性和完全性考虑出发,研究在各种教学管理设施条件下的实用而又有效的大学课程表调度算法,以此来说明寻找一般调度问题的实用算法的一些基本思想。

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