A Mathematical Model for Dual-Level Course Arrangement Based on School Satisfaction
(1.Department of Information Science and Technology, Tourism and Culture College of Yunnan University, Lijiang, Yunnan 674199,China; 2. Department of Mathematics and Statistics, Zhaotong University, Zhaotong, Yunnan 657000, China)
〔1〕EVEN S,ITAI A,SHAMIR A. On the complexity of time ta?
ble and multi-commodity flow problems〔J〕. Symposium on
Foundations of Computer Science,2008,5(5):184-193.
〔2〕林漳希,林尧瑞.人工智能技术在课表编程中的应用〔J〕.
清华大学学报(自然版),1984,24(12):1-8.
〔3〕宗薇,赵光甫.高校智能排课系统算法的研究与实现〔J〕.
计算机仿真,2011,28(12):389-392.
〔4〕杨彦明,岳翠翠,李其申.军队任职院校排课问题的数学
建模〔J〕.计算机与现代化,2012(11):14-17.
〔5〕张丽丽,许峰,胡娟.基于三维立体遗传编码设计的排课系
统〔J〕.重庆工商大学学报(自然科学版),2014,31(7):9-13.
〔6〕叶碧虾.遗传算法在排课系统中的优化研究〔J〕.吉林师
范大学学报(自然科学版),2014,35(2):185-187.
〔7〕LIMKAR S,KHALWADEKAR A,TEKALE A,et al. Ge?
netic Algorithm:Paradigm Shift over a Traditional Approach
of Timetable Scheduling〔C〕/Proceedings of the 3rd Inter?
national Conference on Frontiers of Intelligent Computing:
Theory and Applications(FICTA)2014. Springer Interna?
tional Publishing,2015:771-780.
〔8〕王璐,杨亚伟.一种改进的遗传算法在年度排课问题中
的应用〔J〕.计算机与数字工程,2016,44(8):1619-1624.
〔9〕杨子兰,李睿,张瑜.特殊要求时间段的排课问题数学模
型〔J〕.阜阳师范学院学报(自然科学版),2017,34(2):
15-19.