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Evolution of the Relationship between Population Scale and Economy Development in China——Co-Integration Analysis and Vector Error Correct Model Based on Vector Auto-Regression

机译:中国人口规模与经济发展关系的演变-基于矢量自回归的协整分析和矢量误差校正模型

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This paper constructs a dynamic model of co-integration analysis and vector error correct model based on vector auto-regression and performs a co-integration test and Granger causality test on the relationship between population scale and economy development in separate periods.The result reveals that economy development and population scale exhibited a long-term equilibrium relationship during 1952-1978 and the elasticity of the adjusted per capital GDP to the total population was negative.This supports Malthus's theory of population.However,in the period of 1979-1991,there did not exist a significant long-term equilibrium relationship between the total population and the economy.From 1992 to 2010,again,the long equilibrium between population scale and economy development occurred and at this time the elasticity of the per capital GDP to the total population turned positive.China's development gets rid of Malthus's trap in which process technology conditions and policy conditions have a deep influence on the relationship between population scale and economy development.In addition,the research finds that economy development has a feedback on the total population.In the period of 1952-1978 and 1992-2010,the feedback was negative,the conclusion of which was drawn in the Granger causality test based on the vector error correct model.Economy development gives a boost to demographic transition,which is consistent with children's quality and quantity theory.
机译:本文构建了基于向量自回归的协整分析动力学模型和向量误差校正模型,并分别对人口规模与经济发展之间的关系进行了协整检验和格兰杰因果检验。 1952-1978年间经济发展与人口规模呈长期均衡关系,调整后的人均GDP对总人口的弹性为负。这支持了马尔萨斯的人口理论。然而,在1979-1991年间,在总人口与经济之间不存在显着的长期均衡关系。从1992年至2010年,再次发生了人口规模与经济发展之间的长期均衡,此时人均GDP对总人口的弹性转正。中国的发展摆脱了马尔萨斯的陷阱,在陷阱中工艺技术条件和政策条件已经研究发现,经济发展对总人口具有反馈作用。在1952-1978年和1992-2010年期间,反馈为负,结论是:经济发展促进了人口转变,这与儿童的质与量理论是一致的。

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