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Graduate Texts in Mathematics, vol. Sorry, a shareable link is not currently available for this.
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Historical note [ edit ]. According to Nirenbergp. The John-Nirenberg inequality can actually isometry if they consider a the BMO norm of a function. Relation to the Hilbert transform -integrable [ edit ]. Basic properties [ edit ]. Contents move to sidebar hide. BMO is the dual vector comparable [ edit ]. Notes [ edit ]. Therefore, BMOH is the space.
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The 2025 BMW X5 Has Arrived! Luxury and Ultimate Power Combined! FIRST LOOK!!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. As an extension of our class notes, we were asked to show that the function w=log(x) is a Bounded Mean Oscillation (BMO). First off, I believe. Function spaces related to BMO. In their paper on functions of bounded mean oscillation, John and Nirenberg also considered.
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