基于Shapley分解规则的中国农村经济益贫式增长研究 |
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引用本文: | 刘景章,谢昕. 基于Shapley分解规则的中国农村经济益贫式增长研究[J]. 安徽农业科学, 2011, 39(22): 13762-13763 |
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作者姓名: | 刘景章 谢昕 |
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作者单位: | 暨南大学经济学院,广东广州,510632 |
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摘 要: | 采用Lorenz曲线和Shapley贫困分解规则,对中国农村贫困规模进行测度和分解。研究表明,中国经济增长在弱绝对意义上益贫,而在相对和强绝对意义上非益贫。中国经济高速增长并不能自动缓解贫困,在今后发展中政府部门需更多地关注贫困、分配不平等和通货膨胀,让经济发展成果由全民共享。
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关 键 词: | 益贫式增长 Lorenz曲线 贫困分解 Shapely规则 |
An Empirical Study on Pro-Poor Growth of China' s Rural Economy Based on Shapley Decomposition Rule |
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Affiliation: | LIU Jing-zhang et al(College of Economics,Jinan University,Guangzhou,Guangdong 510632) |
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Abstract: | Lorenz curves and Shapley decomposition rule of poverty are used to measure and decompose the scale of China's rural poverty.The empirical results indicate that the rapid economic growth is beneficial to relieve poverty from the weak absolute sense,but from relative and strong absolute sense,the rapid economic growth doesn't relieve poverty,thus,Chinese government should pay more attention to poverty,income allocation imparity and inflation,let publics share the achievements of economic growth. |
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Keywords: | Pro-poor growth Lorenz curve Decomposition of poverty Shapley rule |
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