摘要
利用层次分析法对高职院校高等数学综合得分进行分析、建立模型,得出具体的得分因子(包括结课考试成绩和平时成绩(又含有单元检测成绩、平时作业成绩、平时考勤得分和课堂表现得分))的权重系数分别为0.875、0.0732、0.0284、0.0161和0.0074,为今后进行综合给分提供了一种合理有效的方法,最后还通过我院一班级的高数综合得分情况进行具体的数据分析.
In this paper, the use of AHP for Higher Mathematics composite score was analyzed and mod-eled, weighting factors of specific factor scores(including lessons examination scores and some usually results ( it contains the unit test scores, homework scores, work attendance scores, and classroom performance scores)) were given 0. 875,0. 0732,0. 0284,0. 0161 and 0. 0074. Providing a reasonable and effective way for the future of integration, and finally the data analysis were carried out specially by composite score of higher mathematics of a class in my college.
出处
《湘南学院学报》
2015年第2期78-81,共4页
Journal of Xiangnan University
关键词
高职院校
高等数学
综合得分
模型
得分因子
层次分析法
vocational colleges
higher mathematics
composite score
model
factor scores
analytic hier-archy process