Hardy–Littlewood rearrangement inequality

E1868409 UNEXPLORED

The Hardy–Littlewood rearrangement inequality is a fundamental result in real analysis that compares integrals of products of functions with those of their symmetric decreasing rearrangements, providing powerful bounds in measure theory and functional analysis.

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Hardy–Littlewood rearrangement inequality canonical	2

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Riesz rearrangement inequality → usesConcept → Hardy–Littlewood rearrangement inequality ⓘ

Riesz rearrangement inequality → generalizes → Hardy–Littlewood rearrangement inequality ⓘ