某高校校内长椅分布优化模型  

作　　者：王仁举[1] 巴焱焱 安璐珂 徐涛[1] 赵晨旭[1] 

机构地区：[1]新乡学院数学与信息科学学院,河南新乡453003

出　　处：《高教学刊》2016年第6期31-33,共3页Journal of Higher Education

基　　金：河南省科技厅科技攻关项目(132102310326);新乡学院大学生科技创新基金(ZR201403)

摘　　要：以某高校校内长椅分布优化为研究对象,采用调查问卷的形式获取数据,建立长椅分布的满意度,采用层次分析法,利用Matlab编程计算各区域长椅需求量权重,引入长椅覆盖率α、重叠率β、合理度ξ及使用率ρ等为约束条件,将长椅分布现状图和优化后分布图进行对比,给出了较为合理的优化设置建议。In order to optimize the distribution of benches in the campus of university and by using the method of questionnaire, this paper establishes the lsatisfaction degree of bench distribution, adopts the analytic hierarchy process, calculates the weight of the bench demand with Matlab programming and introduces constraint condition such as bench coverage rate or, bench overlapping rate β, rationality ξ and usage rate p. Based on the comparison between the existing distribution diagram and the optimized distribution diagram, this paper also provides rational suggestions for bench distribution optimization in colleges and universities.

关 键 词：层次分析法 优化模型 MATLAB 覆盖率 合理度 

分 类 号：G647[文化科学—高等教育学]