经济合作与发展组织国家在不平等措施背景下的多变量分析

IF 0.5 Q4 ECONOMICS
Tomislav Korotaj, Nataša Kurnoga, N. Šimurina
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引用次数: 0

摘要

本文的目的是使用因子和聚类分析,根据收入不平等的基尼系数、S80/S20比率、底层40%人口的收入份额、教育程度-高等教育和劳动力参与率,对转型后经合组织国家进行分类。因子分析得到两个提取的因子,并计算因子得分。对因子得分进行分层和非分层聚类分析,对8个转型后经合组织国家和3个候选国家进行分类。本文的研究问题是调查在收入不平等的背景下,在选定的欧洲转型后国家中,经合组织的现有成员和候选成员之间是否存在相似性/差异。基于层次Ward方法获得的树状图,选择了一个三聚类解决方案。三簇解的非层次k-means方法将克罗地亚与保加利亚和罗马尼亚聚类。这三个国家是经合组织的候选国。我们的调查结果证实,由于历史原因和没有实施结构性改革,三个候选国仍然落后。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Multivariate analysis of post-transition OECD countries in the context of inequality measures
The aim of this paper is to classify the post-transition OECD countries according to the Gini coefficient for income inequality, the S80/S20 ratio, the income share of the bottom 40% of the population, educational attainment – tertiary education, and labor force participation rate using factor and cluster analyses. Factor analysis resulted in two extracted factors, and factor scores were calculated. Hierarchical and non-hierarchical cluster analysis was performed on factor scores to classify eight posttransition OECD countries and three candidate countries. The research question of this paper is to investigate whether there are similarities/differences between existing members and candidates for membership in the OECD, among the selected post-transition countries of Europe, in the context of income inequality. Based on the dendrogram obtained by the hierarchical Ward’s method, a three cluster solution was selected. The non-hierarchical k-means method for the three-cluster solution clustered Croatia with Bulgaria and Romania. These three countries are OECD candidate countries. Our findings confirm that the three candidate countries remain behind because of historical reasons and the non-implementation of structural reforms.
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来源期刊
CiteScore
1.40
自引率
0.00%
发文量
5
审稿时长
22 weeks
期刊介绍: Croatian Operational Research Review (CRORR) is the journal which publishes original scientific papers from the area of operational research. The purpose is to publish papers from various aspects of operational research (OR) with the aim of presenting scientific ideas that will contribute both to theoretical development and practical application of OR. The scope of the journal covers the following subject areas: linear and non-linear programming, integer programing, combinatorial and discrete optimization, multi-objective programming, stohastic models and optimization, scheduling, macroeconomics, economic theory, game theory, statistics and econometrics, marketing and data analysis, information and decision support systems, banking, finance, insurance, environment, energy, health, neural networks and fuzzy systems, control theory, simulation, practical OR and applications. The audience includes both researchers and practitioners from the area of operations research, applied mathematics, statistics, econometrics, intelligent methods, simulation, and other areas included in the above list of topics. The journal has an international board of editors, consisting of more than 30 editors – university professors from Croatia, Slovenia, USA, Italy, Germany, Austria and other coutries.
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