新高考模式下志愿填报数学模型的研究
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摘要
针对2017年浙江省新高考模式下,历年招录数据参考价值受限问题,该文提出了一种基于"文理等位分"思想的志愿填报数学模型。首先,论文汇总近年浙江省普通本科招录的电子数据,完善系统数据库;然后,基于等位分思想建立数学模型计算考生被各全国高校各专业的录取概率;最后,基于高校综合排名与专业排名对可供推荐的志愿进行排序,并完善学生的80个志愿推荐。
In order to solve the problem of limited reference value of recruitment data in the 2017 new college entrance examinationmodel in Zhejiang Province, this paper presents a mathematical model of voluntary application based on the idea of "equal score ofarts and sciences". First of all, the paper summarizes the electronic data of ordinary undergraduate recruitment in Zhejiang Prov-ince in recent years, and consummates the system database. Then, based on the idea of allelic score of arts and sciences, a mathe-matical model is established to calculate the probability of candidates being admitted to various majors in colleges and universitiesthroughout the country. On the basis of comprehensive ranking and professional ranking of colleges and universities, we rank therecommended volunteers, and perfect the 80 voluntary recommendations of students.
In order to solve the problem of limited reference value of recruitment data in the 2017 new college entrance examinationmodel in Zhejiang Province, this paper presents a mathematical model of voluntary application based on the idea of "equal score ofarts and sciences". First of all, the paper summarizes the electronic data of ordinary undergraduate recruitment in Zhejiang Prov-ince in recent years, and consummates the system database. Then, based on the idea of allelic score of arts and sciences, a mathe-matical model is established to calculate the probability of candidates being admitted to various majors in colleges and universitiesthroughout the country. On the basis of comprehensive ranking and professional ranking of colleges and universities, we rank therecommended volunteers, and perfect the 80 voluntary recommendations of students.
引文
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[4]陆常辉.高考志愿录取概率模型研究[J].计算机工程与应用,2010,46(21):14-16.
[5]马晓燕.高考志愿填报的层次分析模型[J].泰山学院学报,2003,25(6):9-12.
[6]王智星.高考志愿预测的数学模型研究[J].电脑知识与技术,2016,12(10):94-98.
[2]邓露.高考志愿录取概率的实用模型[J].科教文汇,2011,79(3):79-81.
[3]姜启源.数学模型[M].北京:高等教育出版社,2011.
[4]陆常辉.高考志愿录取概率模型研究[J].计算机工程与应用,2010,46(21):14-16.
[5]马晓燕.高考志愿填报的层次分析模型[J].泰山学院学报,2003,25(6):9-12.
[6]王智星.高考志愿预测的数学模型研究[J].电脑知识与技术,2016,12(10):94-98.