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Inequality and Poverty Measures: Critical Insights and Solutions

Explore the extent of inequality and poverty, measures such as Kuznet's Ratio, Lorenz Curve, and Gini Coefficient, factors affecting income distribution, policies to reduce poverty, and considerations of absolute poverty. Understand the impact of growth, the beneficiaries of economic progress, and the varying degrees of income inequality in development contexts.

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Inequality and Poverty Measures: Critical Insights and Solutions

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  1. Chapter 5 Poverty, Inequality, and Development

  2. The Growth Controversy: Seven critical questions • What is the extent of relative inequality, and how is this related to the extent of poverty? • Who are the poor? • Who benefits from economic growth? • Does rapid growth necessarily cause greater income inequality? • Do the poor benefit from growth? • Are high levels of inequality always bad? • What policies can reduce poverty?

  3. Measuring income inequality and poverty Two Measures of Income Distribution: • Personal (size) distribution of income. • Functional (factor share) distribution of income.

  4. Measuring income inequality and poverty Personal (size) distribution of income: • Focuses on individual households and total incomes they receive • Does not consider the way in which such incomes are earned • Divides population into quintiles (fifths) or deciles (tenths) with respect to income levels to determine what proportion of national income is received by each group

  5. Table 5.1: Typical size distribution of personal income in a developing country by income shares-quintiles and deciles

  6. Measures of Income Inequality 1. Kuznet’s Ratio: • Ratio of incomes received by top 20 percent to incomes received by bottom 40 percent of the population. • The larger the Kuznet’s ratio the more unequal the income.

  7. Figure 5.1: The Lorenz curve

  8. Measures of Income Inequality 2. Lorenz Curve: • Shows the actual quantitative relationship between percentage of income recipients and percentage of national income they receive. • The more the Lorenz curve shifts away from the line of equality the greater the degree of income inequality.

  9. Figure 5.2: The Greater the curvature of the Lorenz line, the greater the relative degree of inequality.

  10. Figure 5.3: Estimating the Gini coefficient

  11. Measures of Income Inequality 3. Gini Coefficient: • Ratio of the area between the line of equality and the Lorenz curve to the total area of the half square in which the Lorenz curve lies. • Varies between 0 (perfect equality) and 1 (perfect inequality). • The larger the Gini coefficient the more unequal the income.

  12. Measuring income inequality and poverty Two Measures of Income Distribution: • Personal (size) distribution of income. • Functional (factor share) distribution of income.

  13. Measuring income inequality and poverty Factor share distribution of income: • National income equals the sum of: • total wages received by the entire labor force. • total rents received by all land owners. • total profits received by all physical capital owners. • total interest payments to all financial capital owners. • Determines the share of total (national) income that each factor of production (i.e. land, labor, capital) receives.

  14. Figure 5.5: Functional income distribution in a market economy: an illustration.

  15. Measuring income inequality and poverty Factor share distribution of income: How to calculate total income received by a certain productive factor (i.e. labor)? • Observe demand and supply curves to determine the unit equilibrium price and quantity of each factor. • Multiply unit price by quantity employed to calculate the total amount paid to each factor.

  16. Measuring Income Inequality • Kuznet’s ratio. • Lorenz curve. • Gini coefficient.

  17. Measuring Poverty Absolute Poverty: • Number of people who are unable to obtain sufficient resources to satisfy basic needs (i.e. food, clothing, shelter) • Those who live below a specific minimum income level (i.e. international poverty line)

  18. Measuring Poverty 1. Headcount Index: • Headcount index equals the number of those whose incomes fall below the absolute poverty line (i.e. 1$ / day or equivalently 365$ / year). • headcount index equals the headcount taken as a fraction of the population (i.e. H/N). • The larger the headcount index the greater the fraction of society living in absolute poverty.

  19. Measuring Poverty 2. Total Poverty Gap: Measures the total amount of income required to raise everyone who is below the poverty line up to that line. Total poverty gap is a more comprehensive measure of absolute poverty than headcount index. 5-19

  20. Figure 5.6: Measuring the total poverty gap.

  21. Measuring Poverty 3. Human Poverty Index (by UNDP): • Human poverty should be measured in terms of three key deprivations: • Of life (fraction of people unlikely to live beyond 40 years of age). • Of basic education (percentage of adults who are illiterate). • Of economic provisions (percentage of people without access to safe water and percentage of children who are underweight for their age).

  22. Measuring Poverty 3. Human Poverty Index (by UNDP) • Human poverty index measures the fraction of the population that is adversely affected by three key deprivations. • In comparing two countries, the smaller the value of HPI the better.

  23. Measuring Inequality and Poverty Measuring Absolute Poverty: • Total poverty gap. • Where Yp is the absolute poverty line. • Yi is income of person I.

  24. Measuring Inequality and Poverty Measuring Absolute Poverty • Average poverty gap • Where H is number of persons • TPG is total poverty gap

  25. Measuring Inequality and Poverty Measuring Absolute Poverty: • Foster-Greer-Thorbecke measure.

  26. Poverty, inequality, and social welfare • What’s so bad about inequality? • Dualistic development and shifting Lorenz curves: some stylized typologies: • Traditional sector enrichment (see Figure 5.7). • Modern sector enrichment (see Figure 5.8). • Modern sector enlargement (see Figure 5.9).

  27. Figure 5.7: Improved income distribution under the traditional-sector enrichment growth typology

  28. Figure 5.8: Worsened income distribution under the modern-sector enrichment growth typology.

  29. Figure 5.9: Crossing Lorenz Curves in the modern-sector enlargement growth typology

  30. Poverty, Inequality, and Social Welfare Kuznets’ Inverted-U Hypothesis: • In early stages of economic growth, distribution of income tends to worsen (gap between rich and poor widens). • Only at later stages of growth, income distribution will improve (gap narrows).

  31. Figure 5.10: The “inverted-U” Kuznets curve

  32. Poverty, Inequality, and Social Welfare Kuznets’ Inverted-U Hypothesis: • Validity of inverted-U hypothesis is an empirical question (data). • Empirical results are ambiguous.

  33. Figure 5.11 Kuznets curve with Latin American countries identified

  34. Table 5.2: Selected income distribution estimate.

  35. Table 5.3: Income and inequality in selected countries

  36. Figure 5.12: Plot of inequality data for selected countries

  37. Poverty, Inequality, and Social Welfare • Growth and inequality

  38. Figure 5.13: Long-term economic growth and income inequality (1965-1996)

  39. Figure 5.14: Change in inequality in selected countries, with or without growth

  40. Absolute Poverty: extent and magnitude Extreme Poverty: • $1-a-day headcount shows some progress. • Incidence of extreme poverty is uneven.

  41. Table 5.5: Poverty incidence in selected countries

  42. Table 5.5: Poverty incidence in selected countries

  43. Growth and Poverty Main Question: • Are the reduction of poverty and economic growth conflicting objectives? • Two lines of thought: Traditional View. Alternative View.

  44. Growth and Poverty Traditional View: Poverty reduction and growth are incompatible goals. • Public expenditures necessary for the reduction of poverty* lead to reduced growth rates via lower public savings. • Income / asset redistribution from rich to poor generates slower growth via lower private savings. • Poor tends to spend additional income on primary needs* rather than save it.

  45. Growth and Poverty Alternative View: Poverty reduction and growth are complementary objectives. • Widespread poverty creates conditions in which the poor have No access to credit. • No credit  No home / car / tuition loans  Lower aggregate demand.

  46. Growth and Poverty Empirical Evidence: • Data favor the alternative view. • China experienced high growth rates and large reductions in extreme poverty. • Headcount index fell from 64 percent to 10 percent.

  47. Economic characteristics of poverty groups Four main generalizations about the poor: • Disproportionately located in rural areas. • 80% of poor in Asia and Africa live in rural areas. • Primarily engaged in agricultural and related activities. • Two thirds of the world’s poor earn their living from agriculture either as small-scale farmers or low-paid farm workers.

  48. Economic characteristics of poverty groups. Four main generalizations about the poor: • More likely to be women and children than adult males. • Women and children are more likely to be malnourished and less likely to receive medical services, clean water, and sanitation benefits. • Heavily concentrated among ethnic minorities or indigenous populations. • Being indigenous raises the chances that an individual will be undernourished, illiterate, unemployed, and in poor health.

  49. Table 5.6: Poverty (rural versus urban)

  50. Table 5.7: Indigenous poverty in Latin America

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