- Page 1: Measuring InequalityFrank A. Cowell
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- Page 17: 1.1. A PREVIEW OF THE BOOK 31.1 A p
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3.2. SWF-BASED INEQUALITY MEASURES
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3.3. INEQUALITY AND INFORMATION THE
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3.3. INEQUALITY AND INFORMATION THE
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3.3. INEQUALITY AND INFORMATION THE
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3.3. INEQUALITY AND INFORMATION THE
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3.4. BUILDING AN INEQUALITY MEASURE
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3.4. BUILDING AN INEQUALITY MEASURE
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3.5. CHOOSING AN INEQUALITY MEASURE
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3.5. CHOOSING AN INEQUALITY MEASURE
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3.5. CHOOSING AN INEQUALITY MEASURE
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3.7. QUESTIONS 71Even if these assu
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3.7. QUESTIONS 73Which of these app
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Chapter 4Modelling Inequality“I d
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4.2. THE LOGNORMAL DISTRIBUTION 77c
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4.2. THE LOGNORMAL DISTRIBUTION 79F
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4.2. THE LOGNORMAL DISTRIBUTION 81F
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4.2. THE LOGNORMAL DISTRIBUTION 83t
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4.3. THE PARETO DISTRIBUTION 85Figu
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4.3. THE PARETO DISTRIBUTION 87Figu
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4.3. THE PARETO DISTRIBUTION 89Figu
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4.4. HOW GOOD ARE THE FUNCTIONAL FO
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4.4. HOW GOOD ARE THE FUNCTIONAL FO
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4.5. QUESTIONS 95Figure 4.12: Paret
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4.5. QUESTIONS 978.(b) Repeat part
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Chapter 5From Theory to Practice“
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5.1. THE DATA 101Figure 5.1: Freque
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5.1. THE DATA 103Figure 5.2: Dispos
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5.1. THE DATA 105those where tax re
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5.1. THE DATA 107goods’ prices wi
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.2. COMPUTATION OF THE INEQUALITY
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5.3. APPRAISING THE CALCULATIONS 12
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5.3. APPRAISING THE CALCULATIONS 12
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5.3. APPRAISING THE CALCULATIONS 12
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5.4. SHORTCUTS: FITTING FUNCTIONAL
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5.4. SHORTCUTS: FITTING FUNCTIONAL
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5.4. SHORTCUTS: FITTING FUNCTIONAL
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5.4. SHORTCUTS: FITTING FUNCTIONAL
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5.5. INTERPRETING THE ANSWERS 139fo
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5.5. INTERPRETING THE ANSWERS 141Is
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5.6. A SORT OF CONCLUSION 143by sam
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5.7. QUESTIONS 1451st 2nd 3rd 4th 5
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5.7. QUESTIONS 1471980 1983 1986y O
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Appendix ATechnical AppendixA.1 Ove
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A.2. MEASURES AND THEIR PROPERTIES
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A.3. FUNCTIONAL FORMS OF DISTRIBUTI
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A.3. FUNCTIONAL FORMS OF DISTRIBUTI
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A.3. FUNCTIONAL FORMS OF DISTRIBUTI
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A.3. FUNCTIONAL FORMS OF DISTRIBUTI
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A.5. DECOMPOSITION OF INEQUALITY ME
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A.5. DECOMPOSITION OF INEQUALITY ME
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A.5. DECOMPOSITION OF INEQUALITY ME
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A.6. NEGATIVE INCOMES 167The possib
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A.7. ESTIMATION PROBLEMS 169Now con
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A.7. ESTIMATION PROBLEMS 171f(y)w=0
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A.7. ESTIMATION PROBLEMS 173give th
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A.8. USING THE WEBSITE 175Table Fig
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Appendix BNotes on Sources andLiter
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B.2. CHAPTER 2 179sure of poverty a
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B.2. CHAPTER 2 181viation, used by
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B.3. CHAPTER 3 183analogy between r
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B.3. CHAPTER 3 185Inequality and in
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B.4. CHAPTER 4 187properties (Aitch
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B.4. CHAPTER 4 189prevailing. Berna
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B.5. CHAPTER 5 191and Survey of Eco
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B.5. CHAPTER 5 193Appraising the ca
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B.6. TECHNICAL APPENDIX 195inequali
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BibliographyAaberge, R. (2000). Cha
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BIBLIOGRAPHY 199Arnold, B. C. (1983
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BIBLIOGRAPHY 201Bauer, P. T. and A.
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BIBLIOGRAPHY 203Borooah, V. K., P.
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BIBLIOGRAPHY 205Chakravarty, S. R.
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BIBLIOGRAPHY 207Cowell, F. A. (2008
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BIBLIOGRAPHY 209Davies, J. B. and A
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BIBLIOGRAPHY 211Feldstein, M. (1998
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BIBLIOGRAPHY 213Giles, D. E. A. (20
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BIBLIOGRAPHY 215Horrace, W., J. Mar
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BIBLIOGRAPHY 217Kloek, T. and H. K.
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BIBLIOGRAPHY 219Levine, D. and N. M
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BIBLIOGRAPHY 221Morgan, J. N., M. H
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BIBLIOGRAPHY 223Pigou, A. C. (1952)
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BIBLIOGRAPHY 225Saposnik, R. (1983)
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BIBLIOGRAPHY 227Simon, H. A. (1957)
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BIBLIOGRAPHY 229Tuomala, M. (1990).
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IndexAaberge, R., 180, 181Abel-Smit
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INDEX 233Davies, J.B., 184, 193Davi
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INDEX 235Incomecomparability, 5, 6,
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INDEX 237Luo, R., 192Luxembourg Inc
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INDEX 239Rein, M., 177Relative mean
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INDEX 241Young, A.A., 181Yu, L., 19