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If T is an operator which is bounded between, e.g

Introduction Given an operator T, a function b, the commutator [ b,T ] is defined formally by the equality [b,T ]f =bT (f ) −T (bf ) for all functions in an appropriate function space · 2019

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Commutators of Hilbert transforms along monomial curves

math.CA · 2019-09-04 · conditional · novelty 7.0

Commutators of Hilbert transforms along parabolic and monomial curves are bounded when the symbol lies in a curve-adapted BMO space, and a new testing BMO space gives a partial converse.

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  • Commutators of Hilbert transforms along monomial curves math.CA · 2019-09-04 · conditional · none · ref 1

    Commutators of Hilbert transforms along parabolic and monomial curves are bounded when the symbol lies in a curve-adapted BMO space, and a new testing BMO space gives a partial converse.