摘要
提出了描述高校毕业生就业率和招生规模的几个微分方程和时滞微分方程模型，通过分析数学模型得到了一监关于毕业生就业率，招生规模和社会需求之间相协调的定性结论，从而为较好地解决有关就业与招生的实际社会问题提供重要的理论参考。
Several ordinary differential equation and time-delay differential equation models are proposed for describing the employment rates of college graduates and scale of recruiting students. By analyzing these mathematical models, some qualitative conclusions are obtained for harmonizing the employment rate, scale of recruiting students and social demands. The results provide important theoretical references for solving the related social problems of employment rates of college graduates and scale of recruiting students.
出处
《工程数学学报》
CSCD
北大核心
2005年第8期59-62,共4页
Chinese Journal of Engineering Mathematics
基金
云南省引进高层次人才工作经费（2003）
云南省“数学与应用数学”重点建设专业项目.
关键词
微分方程模型
时滞微分方程模型
就业率
招生规模
ordinary differential equation model
time-delay differential equation model
employment rates
scale of recruiting students
