Milanovic starts by tackling the question of what sort of inequality we are measuring. Concept 1 inequality is among the mean incomes of individual countries; tiny Lithuania population-wise counts for the same as large Russia. Concept 2 inequality weighs inequality according to each country's population size; Lithuania's average income would be extended to its 3.5M citizens, while Russia's average income to its 143M citizens. In an ideal world, we would have enough data to measure Concept 3 inequality, wherein we have data on the income of each individual in existence. While such data is nearly available in Western countries through household surveys, it is sparse in developing countries, to say the least.
The most commonly used measure of income inequality is the Gini index, which ranges from 0 (perfect equality) to 1 (perfect inequality where a single person has all the income.) Three main considerations also need to be accounted for, namely:
- Do we measure income at market exchange rates (usually against the US dollar) or on a purchasing power parity basis (PPP--what can actually be purchased locally)?
- Do we use survey-based mean income (from household surveys) or GDP per capita (which is basically GDP per head)?
- Do we measure income (what one earns) or expenditures (what one spends)? While Western and Latin American nations typically use income as an indicator, those in Africa and Asia typically use expenditures. The problem is that expenditures are fairly stable over time, presumably because basic needs have to be met, while income is more variable.
The picture changes a lot when we consider the population weights of each country as in Concept 2 inequality using the same set of data previously described. The graph above from p. 87 depicts an improvement in the world Gini index, particularly over the last twenty years. Improvements in the economic performance of China and India mean that whereas they used to contribute to global income inequality, they now reduce it. As these two countries together account for over a third of the world's population with 1.3 and 1.1 billion persons respectively, their recent economic successes have made a large difference in these computations. However, critics note that China's GDP per capita may be inaccurate. To begin with, its GDP data is considered unreliable by many.
Given that China and India are such large countries, Milanovic considers whether Concept 2 results would differ if Chinese provinces and Indian states were substituted for simply "China" and "India" in the sample. Doing so makes sense. Consider what would happen if we used just one mean worldwide income to calculate the Gini index--there would be no inequality whatsoever. Segmenting the world population into finer groups would, all things equal, make measuring inequality a more accurate enterprise. That is, we would be moving towards Concept 3 and away from the more basic Concept 1. After doing so, Milanovic finds that "growing interregional inequality in China and India has a discernible and positive effect on world inequality," and that "as more Chinese (and Indian) provinces become rich while others stay behind, world inequality will rise" (p.99-100) . The Gini index is boosted by over five percentage points between 1980 and 2000 when Chinese provinces and Indian states are included in the sample.
Much, much more is to be found in Milanovic's masterful work. I cannot list more unless I intend to violate stipulations on fair use so I will end here. What Milanovic's work demonstrates to me at least is that inequality is a slippery concept that is highly sensitive to how you measure it. My ultimate take is that while China and India may have reduced Concept 2 inequality somewhat in recent years, this trend might be on the upswing again if regional inequalities in these two countries continue to grow. Sometimes the truth hurts, but it needs to be told.