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In mathematics, the Brunn–Minkowski theorem is an inequality relating the volumes of compact subsets of Euclidean space. The original version of the Brunn–Minkowski theorem applied to convex sets; the ...

Abstract: We prove an isoperimetric-type inequality for maximal, spacelike submanifold in the Minkowski space. The argument is based on the recent work of Brendle.

But their most enduring achievement, ringing loudly though the years to this very political moment, was a nine-part series about economic inequality they published in 1991. “America: What Went ...

Investors, however, should be focusing on a different sort of inequality. In the context of slowing luxury spending globally, the sector’s companies are increasingly divided between the haves ...

In a new report examining the “profound systemic impacts” of this rising inequality, researchers with the Fairness Foundation warn that it “seriously exacerbates a wide range of arguably ...

*Postal address: Department of Statistics, Government Arts and Science College, Calicut, Kerala, India. Email address: [email protected] A series of papers by Hickey (1982, 1983, 1984) ...

In an open letter to the chancellor, the collective said a wealth tax was necessary to “reduce the stark inequalities in this country and help raise the vital funds needed to ensure that the ...

The King has told world leaders the past cannot be changed but nations can “commit” to “right inequalities that endure,” as momentum grew for a debate about slavery reparations.

There is no state in the United States where women earn more than men. Vermont has the smallest gender pay gap, while Utah has the largest. Additionally, there are almost no occupations in which ...

The National Council for the Evaluation of Social Development Policy (known in Spanish as CONEVAL) defines poverty as having at least one out of six social deprivation indicators (educational lag ...