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Keyword: multidimensional;

6 results found.

CASEreport

Child poverty and multidimensional disadvantage: Tackling "data exclusion" and extending the evidence base on "missing" and "invisible" children (Overview report)

Tania Burchardt, Polly Vizard, Polina Obolenskaya, Isabel Shutes and Mario Battaglini

This report provides an overview of the findings from the Nuffield Foundation research project, ‘Multidimensional child poverty and disadvantage: tackling “data exclusion” and extending the evidence base on “missing” a...Read more...

2 March 2018

CASEpaper

Measuring individual well-being: A multidimensional index integrating subjective well-being and preferences

Lin Yang

Policymakers have begun looking for measures to assess the well-being of their citizens beyond GDP per capita and disposable income levels. However, the multidimensional and subjective nature of human well-being makes de...Read more...

16 June 2017

CASEpaper

Inequality and the Capability Approach

Tania Burchardt and Rod Hick

Inequality has acquired a newfound prominence in academic and political debate. While scholars working with the capability approach have succeeded in influencing the nature of debate about the conceptualisation and measu...Read more...

13 January 2017

CASEreport

Developing an indicator-based framework for monitoring older people's human rights: key findings for Peru, Mozambique and Kyrgyzstan

Polly Vizard

This project was commissioned by HelpAge International as a basis for broader efforts to develop an indicator-based system for monitoring older people’s human rights in different countries across the world. The project h...Read more...

21 August 2013

DARP Paper

Statistical Inference for Multidimensional Inequality Indices

Ramses H. Abul Naga

We use the delta method to derive the large sample distribution of multidimensional inequality indices. We also present a simple method for computing standard errors and obtain explicit formulas in the context of two fam...Read more...

August 2008

DARP Paper

Decomposition of Bivariate Inequality Indices by Attributes

Ramses H. Abul Naga and Pierre-Yves Geoffard

We provide, for the class of relative bidimensional inequality indices, a decomposition of inequality into two univariate Atkinson-Kolm-Sen indices and a third statistic which depends on the joint distribution of resourc...Read more...

February 2006