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Handbook of Income Inequality Measurement
The Mathematical Foundations of Inequality Analysis
other
Author(s):
Michel Breton
Publication date
(Print):
1999
Publisher:
Springer Netherlands
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On the measurement of inequality
Anthony Atkinson
(1970)
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Methods of Measuring the Concentration of Wealth
M. Lorenz
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Increasing risk: I. A definition
Michael L Rothschild
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Joseph E Stiglitz
(1970)
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Book Chapter
Publication date (Print):
1999
Pages
: 187-198
DOI:
10.1007/978-94-011-4413-1_6
SO-VID:
fcf43ce4-3cf6-405f-8f9d-7c19da926ead
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Book chapters
pp. 1
Introduction
pp. 19
The Rational Foundations of Income Inequality Measurement
pp. 101
Linking the Functional and Personal Distributions of Income
pp. 133
Income Inequality Measurement: The Normative Approach
pp. 163
Measuring Inequality: The Axiomatic Approach
pp. 187
The Mathematical Foundations of Inequality Analysis
pp. 199
Stochastic Dominance and the Lorenz Curve
pp. 227
The Measurement of Income Inequality: The Subjective Approach
pp. 245
Income Inequality Measurement: The Statistical Approach
pp. 269
Estimation of Inequality Indices
pp. 291
Parametric Apppoximations of the Lorenz Curve
pp. 315
Tests of Significance for Lorenz Partial Orders
pp. 341
How do Income Sources Affect Income Inequality?
pp. 363
Inequality Decomposition by Population Subgroups and the Analysis of Interdistributional Inequality
pp. 405
Equivalence Scales and Inequality
pp. 437
Multidimensioned Approaches to Welfare Analysis
pp. 485
Redistributional Effects of Progressive Income Taxes
pp. 513
Lifetime Versus Annual Income Distribution
pp. 535
Horizontal Inequity Measurement: A Basic Reassessment
pp. 557
The Measurement of Income Mobility: An Introduction to the Literature
pp. 599
Inequality, Welfare And Poverty: Three Interrelated Phenomena
pp. 635
Epilogue
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