Modeling the Spatial Effects of the Impact of Innovation on Regional Economic Growth

V. Balash, O. Balash, A. Faizliev, E. Chistopolskaya
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引用次数: 3

Abstract

In this paper, we analyze σand β-convergence using data from the socioeconomic development of the Russian regions and reveal the role of spatial autocorrelation in regional economic development. We consider 80 regions of Russia for the period 2010–2017. We estimate spatial autocorrelation based on Moran’s coefficients. We construct a Moran scatter plot of GDP per capita and the growth rate of GDP per capita in 2017 compared to 2014. We investigate the impact on investment growth in fixed capital and the expenditure on technological innovation. We evaluate a wide range of specifications of spatial econometric models for different weight matrices. It is shown that according to the results of estimation of conditional β-convergence models, the models of 2010–2014 and 2014–2017 differ significantly. There is a statistically significant β-convergence for the period 2010–2014, as well as the presence of spatial autocorrelation. However, according to the results of estimation models constructed from data after 2014, the estimates of the coefficients for the explanatory variables are not significantly different from zero and there is no trend toward regional convergence in terms of economic development. All conclusions obtained in the work are resistant to the choice of spatial weights matrices and model specifications.
创新对区域经济增长影响的空间效应建模
本文利用俄罗斯地区经济社会发展数据,分析了区域经济发展的σ和β收敛性,揭示了空间自相关在区域经济发展中的作用。我们考虑了2010-2017年期间俄罗斯的80个地区。我们基于Moran系数估计空间自相关。我们构建了2017年与2014年相比人均GDP和人均GDP增长率的Moran散点图。我们考察了固定资本投资增长和技术创新支出的影响。我们评估了不同权重矩阵的空间计量经济模型的广泛规格。结果表明,根据条件β-收敛模型的估计结果,2010-2014年和2014-2017年的模型差异显著。2010-2014年具有显著的β-收敛性,且存在空间自相关。然而,从2014年以后数据构建的估计模型结果来看,各解释变量的系数估计值与零的差异不显著,经济发展不存在区域趋同的趋势。所得结论均不受空间权重矩阵和模型规格选择的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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