conindex: Estimation of concentration indices

Concentration indices are frequently used to measure inequality in one variable over the distribution of another. Most commonly, they are applied to the measurement of socioeconomic-related inequality in health. We introduce a user-written Stata command which provides point estimates and standard er...

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Vydané v:The Stata journal Ročník 16; číslo 1; s. 112 - 138
Hlavní autori: O'Donnell, Owen, O'Neill, Stephen, Van Ourti, Tom, Walsh, Brendan
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: United States 01.03.2016
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ISSN:1536-867X
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Abstract Concentration indices are frequently used to measure inequality in one variable over the distribution of another. Most commonly, they are applied to the measurement of socioeconomic-related inequality in health. We introduce a user-written Stata command which provides point estimates and standard errors of a range of concentration indices. The command also graphs concentration curves (and Lorenz curves) and performs statistical inference for the comparison of inequality between groups. The article offers an accessible introduction to the various concentration indices that have been proposed to suit different measurement scales and ethical responses to inequality. The command's capabilities and syntax are demonstrated through analysis of wealth-related inequality in health and healthcare in Cambodia.
AbstractList Concentration indices are frequently used to measure inequality in one variable over the distribution of another. Most commonly, they are applied to the measurement of socioeconomic-related inequality in health. We introduce a user-written Stata command which provides point estimates and standard errors of a range of concentration indices. The command also graphs concentration curves (and Lorenz curves) and performs statistical inference for the comparison of inequality between groups. The article offers an accessible introduction to the various concentration indices that have been proposed to suit different measurement scales and ethical responses to inequality. The command's capabilities and syntax are demonstrated through analysis of wealth-related inequality in health and healthcare in Cambodia.
Concentration indices are frequently used to measure inequality in one variable over the distribution of another. Most commonly, they are applied to the measurement of socioeconomic-related inequality in health. We introduce a user-written Stata command conindex which provides point estimates and standard errors of a range of concentration indices. The command also graphs concentration curves (and Lorenz curves) and performs statistical inference for the comparison of inequality between groups. The article offers an accessible introduction to the various concentration indices that have been proposed to suit different measurement scales and ethical responses to inequality. The command's capabilities and syntax are demonstrated through analysis of wealth-related inequality in health and healthcare in Cambodia.
Author O'Neill, Stephen
O'Donnell, Owen
Walsh, Brendan
Van Ourti, Tom
Author_xml – sequence: 1
  givenname: Owen
  surname: O'Donnell
  fullname: O'Donnell, Owen
  organization: Erasmus School of Economics Erasmus University Rotterdam, the Netherlands Tinbergen Institute, the Netherlands and University of Macedonia, Greece
– sequence: 2
  givenname: Stephen
  surname: O'Neill
  fullname: O'Neill, Stephen
  email: stephen.oneill@lshtni.ac.uk
  organization: Department of Health Services Research and Policy-London School of Hygiene and Tropical Medicine, UK stephen.oneill@lshtni.ac.uk
– sequence: 3
  givenname: Tom
  surname: Van Ourti
  fullname: Van Ourti, Tom
  organization: Erasmus School of Economics Erasmus University Rotterdam, the Netherlands and Tinbergen Institute, the Netherlands
– sequence: 4
  givenname: Brendan
  surname: Walsh
  fullname: Walsh, Brendan
  organization: Division of Health Services Research and Management School of Health Sciences and City Health Economics Centre City University London, UK
BackLink https://www.ncbi.nlm.nih.gov/pubmed/27053927$$D View this record in MEDLINE/PubMed
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Issue 1
Keywords inequality
health
rank-dependent indices
concentration index
healthcare
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References 23522656 - J Health Econ. 2013 May;32(3):659-70
19167117 - J Health Econ. 2009 Mar;28(2):516-20, author reply 521-4
21674679 - Health Econ. 2011 Oct;20(10):1161-5
12406461 - Soc Sci Med. 2002 Dec;55(11):1923-8
26365375 - Health Econ. 2016 Nov;25(11):1425-1432
18367273 - J Health Econ. 2009 Mar;28(2):504-15
21674678 - Health Econ. 2011 Oct;20(10):1166-8
12146594 - J Health Econ. 2002 Jul;21(4):627-41
21674677 - Health Econ. 2011 Oct;20(10):1155-60
15495147 - Health Econ. 2005 Apr;14(4):429-32
19409631 - J Health Econ. 2009 Jul;28(4):885-93
16466818 - J Health Econ. 2006 Sep;25(5):945-57
15259048 - Health Econ. 2004 Jul;13(7):705-24
10167346 - J Health Econ. 1997 Feb;16(1):93-112
22204878 - J Health Econ. 2012 Jan;31(1):257-70
1962226 - Soc Sci Med. 1991;33(5):545-57
14508873 - Health Econ. 2003 Oct;12(10):885-90
10686730 - Bull World Health Organ. 2000;78(1):19-29
16415462 - CMAJ. 2006 Jan 17;174(2):177-83
21683462 - J Health Econ. 2011 Jul;30(4):685-94
10662410 - Dev Health Econ Public Policy. 1998;6:75-93
21129796 - J Health Econ. 2011 Jan;30(1):214-9
11227840 - Demography. 2001 Feb;38(1):115-32
References_xml – reference: 21683462 - J Health Econ. 2011 Jul;30(4):685-94
– reference: 22204878 - J Health Econ. 2012 Jan;31(1):257-70
– reference: 18367273 - J Health Econ. 2009 Mar;28(2):504-15
– reference: 10167346 - J Health Econ. 1997 Feb;16(1):93-112
– reference: 10686730 - Bull World Health Organ. 2000;78(1):19-29
– reference: 21129796 - J Health Econ. 2011 Jan;30(1):214-9
– reference: 11227840 - Demography. 2001 Feb;38(1):115-32
– reference: 16415462 - CMAJ. 2006 Jan 17;174(2):177-83
– reference: 12406461 - Soc Sci Med. 2002 Dec;55(11):1923-8
– reference: 19167117 - J Health Econ. 2009 Mar;28(2):516-20, author reply 521-4
– reference: 21674678 - Health Econ. 2011 Oct;20(10):1166-8
– reference: 21674679 - Health Econ. 2011 Oct;20(10):1161-5
– reference: 16466818 - J Health Econ. 2006 Sep;25(5):945-57
– reference: 15259048 - Health Econ. 2004 Jul;13(7):705-24
– reference: 21674677 - Health Econ. 2011 Oct;20(10):1155-60
– reference: 15495147 - Health Econ. 2005 Apr;14(4):429-32
– reference: 12146594 - J Health Econ. 2002 Jul;21(4):627-41
– reference: 23522656 - J Health Econ. 2013 May;32(3):659-70
– reference: 26365375 - Health Econ. 2016 Nov;25(11):1425-1432
– reference: 19409631 - J Health Econ. 2009 Jul;28(4):885-93
– reference: 14508873 - Health Econ. 2003 Oct;12(10):885-90
– reference: 1962226 - Soc Sci Med. 1991;33(5):545-57
– reference: 10662410 - Dev Health Econ Public Policy. 1998;6:75-93
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Snippet Concentration indices are frequently used to measure inequality in one variable over the distribution of another. Most commonly, they are applied to the...
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Title conindex: Estimation of concentration indices
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