在容许极限的框架下,利用线性规划追踪重要的投入产出系数的可行性

IF 1.8 4区 经济学 Q2 ECONOMICS Economic Systems Research Pub Date : 2021-05-06 DOI:10.1080/09535314.2021.1919603
Łukasz Lach
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引用次数: 1

摘要

最近的投入产出(IO)文献提供了关于使用线性规划(LP)使“可容忍极限”方法适用于衡量IO系数对经济的重要性的原始建议。在这篇论文中,我关注Tarancón等人提出的一个有影响力的建议。[(2008)。可容忍极限方法的修订:寻找重要系数。经济系统研究,20,75–95]。在本文的理论部分,我对Tarancón等人提出的LP问题提供了精确的分析解。主要结果证明,在Tarancín等人基于LP的指标意义上,IO系数的重要性分类并不取决于利益的基准福利衡量。这一事实反过来又严重降低了所讨论的基于LP的方法追踪重要IO系数的实际适用性。
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On the plausibility of using linear programming to trace important input–output coefficients in the framework of tolerable limits
Recent input–output (IO) literature offers original proposals on using linear programming (LP) to make ‘tolerable limits’ approach suitable for measuring the importance of IO coefficients to an economy. In this paper, I focus on one of such influential proposals presented in Tarancón et al. [(2008). A revision of the tolerable limits approach: searching for the important coefficients. Economic Systems Research, 20, 75–95]. In the theoretical part of this paper, I provide exact analytical solutions to the LP problems formulated in Tarancón et al. The main result proves that the classification of IO coefficients with respect to their importance in the sense of the LP-based indicators of Tarancón et al. does not depend on the benchmark welfare measure of interest. This fact, in turn, severely reduces practical applicability of the discussed LP-based approach to tracing important IO coefficients.
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来源期刊
CiteScore
5.60
自引率
4.00%
发文量
17
期刊介绍: Economic Systems Research is a double blind peer-reviewed scientific journal dedicated to the furtherance of theoretical and factual knowledge about economic systems, structures and processes, and their change through time and space, at the subnational, national and international level. The journal contains sensible, matter-of-fact tools and data for modelling, policy analysis, planning and decision making in large economic environments. It promotes understanding in economic thinking and between theoretical schools of East and West, North and South.
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