Sharp L^p estimates on BMO

Mathematics – Classical Analysis and ODEs

Scientific paper

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42 pages, 12 figures

Scientific paper

We construct the upper and lower Bellman functions for the $L^p$
(quasi)-norms of BMO functions. These appear as solutions to a series of
Monge--Amp\`ere boundary value problems on a non-convex plane domain. The
knowledge of the Bellman functions leads to sharp constants in inequalities
relating average oscillations of BMO functions and various BMO norms.

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