lecture7h
Page 2: Defining and Measuring Inequality
Definition of Inequality:
Occurs when individuals or households have unequal incomes.
If everyone has the same income, there is no income inequality.
Measurement approach:
Households are ordered based on income levels.
Page 3: Graph of Income Inequality
Visualization of income inequality across households
Definitions:
Households are sorted from lowest to highest income.
In a perfectly equal income distribution, the bottom 20% of households would have the same income as the top 20%.
Page 4: Income Inequality in Ireland
Method of measuring income inequality:
Order households from lowest to highest income and divide them into five groups of equal size (20% each).
Analyze the share of total income each group receives.
Key question:
Does the richest 20% possess more, the same, or less income than the poorest 20%?
Page 5: Graph of Income Inequality (80/20)
Model representation:
Households ordered by income (Wo)
Ratios:
B = Total income for the richest 20%
A = Total income for the poorest 20%
80/20 Ratio: B/A shows the disparity in income distribution between these two groups.
Page 6: 80/20 Ratio
Definition of the 80/20 Ratio:
Compares income between the top 20% and bottom 20% of households.
Ratio is 1 if there is no inequality and greater than 1 if there is.
Recent figures:
Ireland: 2.9 (2023)
EU27: 3.4 (2023)
Source: Eurostat
Page 7: 90/10 Ratio
Overview:
Measures income share of the richest 10% versus the poorest 10% of households.
Findings:
Higher than the 80/20 ratio; Ireland: 5.8 and EU27: 7.8.
Page 8: Distribution of Income Curve
Concept of Lorenz Curve:
A represents the deviation from absolute equality.
The green line indicates complete equality.
If all households had equal income, the Lorenz curve would match the green line.
Page 9: Gini Coefficient
Description:
Gini coefficient calculated as A/(A+B): a popular measure of inequality.
Interpretation:
100% = complete inequality
0% = complete equality
Page 10: Gini Coefficients in Europe (2023)
Presentation of Gini Coefficients across European countries:
Important values ranging from 0–40%, with most EU countries ranging 0.24 to 0.32.
Source: McGraw-Hill Education, 2024
Page 11: Gini Coefficient Comparisons
Characteristics:
Purely relative measure, does not account for average incomes.
Independent of population size.
Range of values:
Slovakia: 0.22 to South Africa: 0.63.
Page 12: Gini Coefficient and Transfers
Principle of transfers:
Transfer from richer to poorer reduces overall Gini coefficient.
Important distinction:
Pre-tax vs. post-tax Gini coefficients; post-tax Gini is generally lower.
Page 13: Gini Coefficient Observations
Limitations:
Does not measure inequality within households.
Lack of clear global trend in Gini values across countries.
Reference trends in some countries.
Page 14: Challenges in Measuring Inequality
Broader perspective:
Inequality encompasses areas beyond just income, e.g. wealth, health, education.
Income fluctuation over life cycle:
For example, retirees may have low incomes but substantial assets.
Redistribution policy distinctions:
May address "temporarily" versus "permanently" poor individuals.
Page 15: Pre- vs Post-Tax Gini Coefficient
Visual representation of Gini coefficients before and after tax (2022).
Insights about income inequality across regions (Africa, Europe, North America).
Specific metrics cited for countries (e.g., South Africa, Chile, and the United States).
Page 16: Reduction in Income Inequality
Measurement of percentage reduction in Gini coefficient before and after taxes and benefits.
Key countries showing varied reductions:
Belgium, Ireland, Germany, United Kingdom, and others.
Page 17: Rising Global Inequality?
Reference to Thomas Piketty’s work, "Capital in the Twenty-First Century" (2013), which suggests recent increases in global inequality.
Contrasting views:
2024 paper by Auten and Splinter questions this trend in the US.
Page 18: U-Shaped Long-run Inequality Trend
Visualization of before-tax income share of the richest 1% across the years for selected countries.
Notable countries: United States, Italy, Canada, and the United Kingdom.
Page 19: L-Shaped Long-run Inequality Trend
Similar visualization for countries like Sweden, Japan, and France, showing the income share of the richest 1%.
Page 20: Divergence in Long-run Inequality Patterns
Examination of income share of the richest 1% from 1960 to 2022 across various nations, highlighting differences.
Key countries: Ireland, United States, Sweden.
Page 21: Expectations for This Lecture
Learning Objectives:
Understand measurements of inequality (ratios and Gini coefficients).
Compare Ireland’s inequality level with other countries.
Analyze tax system impacts on inequality, especially in Ireland.
Recognize differing long-run inequality patterns across countries.