Compactness properties of commutators of bilinear fractional integrals

Published 14 Oct 2013 in math.CA | (1310.3865v1)

Abstract: Commutators of a large class of bilinear operators and multiplication by functions in a certain subspace of the space of functions of bounded mean oscillations are shown to be jointly compact. Under a similar commutation, fractional integral versions of the bilinear Hilbert transform yield separately compact operators.

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