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全要素生产率中的加成定价与规模报酬效应
引用本文:崔元硕,黄昊,张琼.全要素生产率中的加成定价与规模报酬效应[J].数量经济技术经济研究,2017(10):128-143.
作者姓名:崔元硕  黄昊  张琼
作者单位:北京大学经济学院,浙江财经大学财政税务学院,中国人民大学公共管理学院;广西大学中国-东盟研究院
基金项目:本文获得国家社科基金重大项目“改革开放以来我国经济增长理论与实践研究”(15ZDA007)、教育部哲学社会科学研究重大课题攻关项目“供给侧结构性改革过程中的货币政策调控研究”(16JZD017)、教育部创新团队“中国-东盟区域发展”以及韩国POSCO TJ PARK基金的资助。
摘    要:研究目标:考察经典方法估计全要素生产率时是否因加成定价或规模报酬效应而出现估计偏差。研究方法:基于放松完全竞争和规模报酬不变假设的增长核算框架估计全要素生产率,并在分别估计加成定价率和规模报酬率基础上对古典索洛余值进行分解。研究发现:加成定价效应是造成古典索洛余值与全要素生产率偏差的重要原因;富有弹性的劳动力市场可以降低全要素生产率受到经济冲击的影响。研究创新:基于扩展后的增长核算框架估计了中国、韩国、日本和美国的全要素生产率,分析古典索洛余值是否存在估计偏差以及偏差的主要来源。研究价值:分离新古典索洛余值中的加成定价和规模效应,可以有效降低经验研究中全要素生产率的估计偏差。

关 键 词:全要素生产率  索洛余值  加成定价  规模报酬

Effects of Markup and Return to Scale on Total Factor Productivity
Cui Yuanshuo,Huang Hao and Zhang Qiong.Effects of Markup and Return to Scale on Total Factor Productivity[J].The Journal of Quantitative & Technical Economics,2017(10):128-143.
Authors:Cui Yuanshuo  Huang Hao and Zhang Qiong
Institution:School of Economics, Peking University,School of Public Finance and Taxation, Zhejiang University of Finance & Economics Institute of Economics, Peking University and School of Public Administration and Policy, Renmin University of China
Abstract:Research Objectives: To study whether the total factor productivity estimated by the classical method is biased due to the mark-up and the degree of return-to-scale. Research Methods: The total factor productivity is estimated based on the growth accounting framework, which is based on the assumption of relaxed competition and invariant scale, and the classical Solow residual is decomposed on the basis of the mark-up rate and the degree of return-to-scale respectively. Research Findings: The mark-up effect is the main reason for the deviation of the classical Solo residual and the total factor productivity. The resilient labor market can reduce the impact of TFP on economic shocks. Research Innovations: Based on the expanded growth accounting framework, the total factor productivity of China, Korea, Japan and the United States is estimated, and we analyze whether the classical Solow residuals exist the estimated deviations and the main sources of bias. Research Value: The separation of the mark-up and the degree of return-to-scale effect from new classical Solo residual can effectively reduce the estimated deviation of total factor productivity
Keywords:Total Factor Productivity  Solow Residual  Markup Rate  Return to Scale
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