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高校教育收费问题的微分方程模型与宏观调控分析
引用本文:化存才.高校教育收费问题的微分方程模型与宏观调控分析[J].云南大学学报(自然科学版),2008,30(1):1-6.
作者姓名:化存才
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基金项目:云南省引进高层次人才工作经费资助(2003);云南省自然科学基金资助项目(2005A0026M);教育部春晖计划项目资助(2003-云南项目14).
摘    要:首先,依据"教育成本分担"的收费理论,在适当的假设下,提出了描述高校教育收费问题的2个基本微分方程模型;其次,通过对基本模型的定性分析,得出高校保持或者稳定其教育收费的几个条件;最后,通过对2个基本模型在3种情形下的几个特殊模型进行分析,给出关于高校教育收费和招生规模宏观调控的一些新的结论和建议.此外,还提出了3种扩展的微分方程模型.  

关 键 词:高校教育收费    微分方程模型    教育成本分担    宏观调控  
文章编号:0258-7971(2008)01-0001-06
收稿时间:2007-03-19
修稿时间:2007年3月19日

Differential equation models for educational charges of universities with analysis of macroscopical adjustment and control
HUA Cun-cai.Differential equation models for educational charges of universities with analysis of macroscopical adjustment and control[J].Journal of Yunnan University(Natural Sciences),2008,30(1):1-6.
Authors:HUA Cun-cai
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Abstract:At first,according to the theory on sharing in the educational cost, two basic differential equation models are present for describing the educational charges of universities under appropriate assumptions. Then, by analyzing the two basic models qualitatively, several conditions are obtained for the universities to preserve and stabilize its charges. Finally, by analyzing several special models of the two basic models for the educational charges of universities in three cases, some new conclusions and suggestions are given for macroscop- ically adjusting and controlling the educational charges of universities and scale of recruit students. In addition, three extended differential equation models are also proposed.
Keywords:educational charge of universities  differential equation models  sharing in the educational cost  macroscopical adjustment and control
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