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This is simply a number between zero and one that is meant to represent the degree of income inequality in any given nation or group.

An egalitarian group in which each individual has the same income would have a Gini coefficient of zero, while an unequal group in which one individual had all the income and the rest had none would have a Gini coefficient close to one.

Social commentators today are very interested in “gender gaps,” especially the alleged difference in pay between men and women who do the same work.

There are other notable gaps, including a “libido gap” that is well-documented in scientific literature (with men desiring sex much more frequently and intensely than women on average) and also an “age gap” in which younger adults are described as more attractive on average, with an especially large age disadvantage for older women.

If these findings are to be believed, the great majority of women are only willing to communicate romantically with a small minority of men while most men are willing to communicate romantically with most women.

The degree of inequality in “likes” and “matches” credibly measures the degree of inequality in attractiveness, and necessarily implies at least that degree of inequality in romantic experiences.

But while the situation for women is something like an economy with some poor, some middle class, and some millionaires, the situation for men is closer to a world with a small number of super-billionaires surrounded by huge masses who possess almost nothing.

The libido gap can be explained by the different mating strategies instinctively pursued by the distinct sexes.The two coefficients do not directly influence each other at all, and each sex collectively sets the Gini coefficient—that is, the level of inequality—for the other sex.in his company’s abundant data, treating “likes” as the equivalent of income.This is because heterosexual men and heterosexual women essentially occupy two distinct “economies” or “worlds,” with men competing only with each other for women and women competing only with each other for men.The Gini coefficient for men collectively is determined by women’s collective preferences, and vice versa.

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