Bmo functions

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PARAGRAPHThe space BMO of functions : Anyone you share the the real dual space of able to read this content:.

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Comments: 29 pages Subjects: Functional. Authors: Almaz ButaevGalia. Which authors of this paper.

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BMO 2019 - P1: Let's get back to problem solving functions!
Definition of VMO functions and maps. VMO is the completion of smooth functions in the BMO norm, namely, a real function f on X belongs to VMO(X. kfkBMO = 0 ? f = constant (a.e.), so the space BMO is a subspace of the quotient L1 loc(Rn)/{constant functions}. kf + gkBMO ? kfkBMO + kgkBMO since (f +. BMO functions are allowed to be discontinuous and unbounded, and are useful in modeling signals with singularities in the domain.

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Links to Code Toggle. However the most famous result is the Fefferman duality theorem, [a6] , [a7] , [a12]. In fact, using the John-Nirenberg Inequality, we can prove that.