| 胎次递进人口发展方程组的解 |
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| 引用本文： | 高述春,袁建华.胎次递进人口发展方程组的解[J].鲁东大学学报,1989(2). |
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| 作者姓名： | 高述春 袁建华 |
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| 作者单位： | 烟台师范学院数学系
(高述春)，北京信息与控制研究所(袁建华) |
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| 摘 要： | 利用A.J.Prichard与J.Zabczyk提出的所谓“变换” 未知函数法,将胎次递进人口方程组的非齐次边界条件转化成零边值问题,从而用不同的方法解决了胎次递进人口发展方程组解的存在性与唯一性。
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| 关 键 词： | 胎次人口理论 胎次递进人口方程组 |
SOLUTION FOR THE DYNAMICS OF PARITY PROGRESSIVE POPULATION |
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| Gao Shuchun Yuan Jianhua.SOLUTION FOR THE DYNAMICS OF PARITY PROGRESSIVE POPULATION[J].Ludong University Journal (Natural Science Edition),1989(2). |
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| Authors: | Gao Shuchun Yuan Jianhua |
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| Institution: | Gao Shuchun Yuan Jianhua
(Mathematics Department) (Institute of Information and ControljBeiJing) |
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| Abstract: | By means of the so called "change" of the unknown function presented by AJ Prichard and J Zabczyk, nonhomogenous boudary conditions of the dynamics of parity progressive population are reduced to zero boundary value problem. Existence and uniqueness of solution for dynamics of parity progressive population ars obtained with different method. |
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| Keywords: | parity population theory The equations of the parity progressive population |
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