欧盟15国和欧盟28国失业滞后假说有效性的计量经济学研究

Mustafa YILMAZ
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引用次数: 0

摘要

失业不仅是发达国家的主要经济问题之一,也是欠发达国家的主要经济问题之一。2004年以前主要由西欧发达国家组成的欧盟,在随后的几年里随着东欧国家的加入而发展起来。以目前的形式,欧洲联盟由不同发展水平的国家组成。毫无疑问,欧洲联盟应该在制定经济政策时考虑到联盟的这种结构。失业滞后现象的存在表明,在经济冲击后失业率上升,但不会恢复到以前的水平,这对欧盟国家的政策制定者来说很重要,特别是在打击失业的方法方面。本研究旨在考察欧盟15国和欧盟28国在2001年第一季度至2019年第四季度期间的失业滞后现象。除了传统的增广Dickey Fuller (ADF)和Phillips Perron (PP)的单位根检验外,还使用了Bozoklu等人(2020)开发的分数频率傅立叶ADF单位根检验作为方法。这些数据来自欧盟统计局,这是欧盟发布统计数据的官方网站。研究结果表明,根据所使用的三个分析,有证据表明滞后假设在EU-15和EU-28中是有效的。在本研究中,使用分数频率傅立叶ADF单位根检验,这是最新的检验,有助于文献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Econometric Study on the Validity of the Unemployment Hysteresis Hypothesis in EU-15 and EU-28
Unemployment is among the main economic problems not only for developed countries but also for underdeveloped countries. The European Union, which was mostly composed of developed Western European countries until 2004, has grown with the participation of Eastern European countries in the following years. In its current form, the European Union consists of countries with different levels of development. The European Union should undoubtedly consider this structure of the union in the economic policies it develops. The existence of unemployment hysteresis, which shows the situation in which unemployment, which increased after an economic shock, does not return to its former levels, is important for policymakers of the union countries, especially in terms of methods of combating unemployment. This study aims to examine unemployment hysteresis for the EU-15 and EU-28 over the average values in the 2001Q1-2019Q4 period. In addition to the traditional unit root tests of Augmented Dickey Fuller (ADF) and Phillips Perron (PP), the Fractional Frequency Fourier ADF Unit Root Test developed by Bozoklu et al. (2020) has been used as the methodology. The data are obtained from Eurostat, the official website of the European Union where statistics are published. As a result of the study, evidence is found that the hysteresis hypothesis is valid in EU-15 and EU-28 according to all three analyzes used. In the study, the use of the Fractional Frequency Fourier ADF Unit Root Test, which is the most up-to-date test, contributes to the literature.
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