THE NON-EXISTENCE OF TOTALLY LOWER IRREGULAR s-DIMENSIONAL MEASURES WITH BOUNDED RIESZ TRANSFORMS ON THE PLANE FOR 1 < s < 2. (with V. Eiderman and F. Nazarov)

Home > Uncategorized > THE NON-EXISTENCE OF TOTALLY LOWER IRREGULAR s-DIMENSIONAL MEASURES WITH BOUNDED RIESZ TRANSFORMS ON THE PLANE FOR 1 < s < 2. (with V. Eiderman and F. Nazarov)

THE NON-EXISTENCE OF TOTALLY LOWER IRREGULAR s-DIMENSIONAL MEASURES WITH BOUNDED RIESZ TRANSFORMS ON THE PLANE FOR 1 < s < 2. (with V. Eiderman and F. Nazarov)

September 14, 2011 sashavolberg Leave a comment Go to comments

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A solution of the bump conjecture for all Carder’on-Zygmund operators: the Bellman function approach Bellman function, polynomial estimates of weighted dyadic shifts, and $A_2$ conjecture

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