Estimation of industry-level productivity with cross-sectional dependence by using spatial analysis

IF 2.3 4区 经济学 Q3 BUSINESS Journal of Productivity Analysis Pub Date : 2024-01-30 DOI:10.1007/s11123-023-00718-8
Jaepil Han, Robin C. Sickles
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Abstract

In this paper, we incorporate spatial analysis to estimate industry-level productivity in the presence of inter-sectoral linkages. Since each industry plays a role in providing intermediate goods to other sectors, the interdependence of economic activities across industries is inevitable. We exploit the linkage patterns from the input-output relationship to define cross-industry dependencies in economic space. We propose a spatial stochastic frontier model, which extends the stochastic frontier model to a spatially dependent specification. The models are estimated using quasi-maximum likelihood methods. Applying the approach to U.S. industry-level data from 1947 to 2010, we find that sectoral dependencies are the consequences of indirect effects via the supply chain network of industries resulting in larger output elasticities as well as scale effects for the networked production processes. However, productivity growth is estimated comparably across different spatial and non-spatial model specifications.

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利用空间分析估算具有横截面依赖性的行业级生产率
在本文中,我们结合空间分析来估算存在部门间联系情况下的行业生产率。由于每个行业都扮演着为其他行业提供中间产品的角色,因此行业间经济活动的相互依存是不可避免的。我们利用投入产出关系中的联系模式来定义经济空间中的跨行业依赖关系。我们提出了一种空间随机前沿模型,该模型将随机前沿模型扩展到空间依赖规范。我们使用准极大似然法对模型进行了估计。将该方法应用于美国 1947 年至 2010 年的行业级数据,我们发现,行业依赖性是通过行业供应链网络产生间接效应的结果,导致网络化生产流程的产出弹性和规模效应增大。然而,在不同的空间和非空间模型规格中,生产率增长的估算结果具有可比性。
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来源期刊
CiteScore
3.10
自引率
6.20%
发文量
30
期刊介绍: The Journal of Productivity Analysis publishes theoretical and applied research that addresses issues involving the measurement, explanation, and improvement of productivity. The broad scope of the journal encompasses productivity-related developments spanning the disciplines of economics, the management sciences, operations research, and business and public administration. Topics covered in the journal include, but are not limited to, productivity theory, organizational design, index number theory, and related foundations of productivity analysis. The journal also publishes research on computational methods that are employed in productivity analysis, including econometric and mathematical programming techniques, and empirical research based on data at all levels of aggregation, ranging from aggregate macroeconomic data to disaggregate microeconomic data. The empirical research illustrates the application of theory and techniques to the measurement of productivity, and develops implications for the design of managerial strategies and public policy to enhance productivity. Officially cited as: J Prod Anal
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