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math.CA2011
The A_p-A_infty inequality for general Calderon--Zygmund operators
Tuomas P. Hyt"onen, Michael T. Lacey
Let T be an arbitrary L^2 bounded Calderon--Zygmund operator, and T_# its maximal truncated version. Then T_# satisfies the following bound for all 1<p<\infty and all weights w\in…
math.CA2011★ 2 cited
An A_p --A_infty inequality for the Hilbert Transform
Michael T Lacey
Continuing a theme of Lerner and Hytonen-Perez, we establish an L^p(w) inequality for a Haar shift operator of bounded complexity, that quantifies the contribution of the A_infty c…