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Unidimensional and multidimensional fuzzy poverty measures: New approach

机译:一维和多维模糊贫困测度:新方法

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摘要

The analysis of deprivation is usually seen as a unidimensional condition. However, recently it is considered to be a multidimensional one. A useful tool for such analysis is to view deprivation as a degree providing a quantitative expression to its intensity for individuals. Such fuzzy conceptualisation has been widely adopted in poverty and deprivation research. This paper aims to further develop and refine this strand of research. First, we re-examine two aspects introduced by the use of fuzzy measures, as opposed to conventional pooron-poor dichotomous measures, namely the choice of membership functions and the rules to manipulate, resulting fuzzy sets. Secondly, we propose fuzzy monetary and non-monetary measures with the membership functions of poor and non-poor. An application based on individual well-being data from Tunisian households in 1990 is presented to illustrate use of one of the proposed concept.
机译:剥夺分析通常被视为一维条件。然而,近来它被认为是多维的。进行此类分析的有用工具是将剥夺程度视为为个人强度提供定量表达的程度。这种模糊的概念化已被贫困和贫困研究广泛采用。本文旨在进一步发展和完善这一研究领域。首先,我们重新检查使用模糊测度引入的两个方面,这与常规的差/非差二分法相对,即隶属函数的选择和要处理的规则,从而产生模糊集。其次,提出了具有穷人和非穷人隶属函数的模糊货币和非货币措施。提出了一个基于1990年突尼斯家庭个人福利数据的应用程序,以说明所提出概念的使用。

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