22 citations · 39 across the 5 of their papers we have counts for
5 papers
Wiener-Wintner for Hilbert Transform
Michael Lacey, Erin Terwilleger
We prove the following extension of the Wiener--Wintner Theorem in Ergodic Theor and the Carleson Theorem on pointwise convergence of Fourier series: For all measure preserving flo…
Remarks on Product VMO
Michael T Lacey, Erin Terwilleger, Brett Wick
Well known results related to the compactness of Hankel operators of one complex variable are extended to little Hankel operators of two complex variables. Critical to these consid…
Hankel Operators in Several Complex Variables and Product $BMO\zProd$
Michael T Lacey, Erin Terwilleger
$H^2\zProd$ denotes the Hardy space of square integrable functions analytic in each variable separately. Let be the natural projection of $L^2\zProd$ onto $\z8{H^2\zP…
L^p bounds for a maximal dyadic sum operator
Loukas Grafakos, Terence Tao, Erin Terwilleger
We prove bounds in the range for a maximal dyadic sum operator on $\rn$. This maximal operator provides a discrete multidimensional model of Carleson's operator.…
A weak L^2 estimate for a maximal dyadic sum operator on R^n
Malabika Pramanik, Erin Terwilleger
Lacey and Thiele have recently obtained a new proof of Carleson's theorem on almost everywhere convergence of Fourier series. This paper is a generalization of their techniques (kn…