E. Berkson

most cited{Spaces of Infinite Measure and Pointwise Convergence of the Bilinear Hilbert and Ergodic Averages Defined by

L^{p}

-Isometries

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.CA2020

Vector Valued Transference

E. Berkson, T. A. Gillespie, J. L. Torrea

Our principal result is the following. Let $X$ and $Y$ be Banach spaces, let $G$ be a locally compact abelian group, and let $K$ be an operator valued kernel defined on $G$ with va…

math.CA2008★ 1 cited

{Spaces of Infinite Measure and Pointwise Convergence of the Bilinear Hilbert and Ergodic Averages Defined by $L^{p}$ -Isometries

Earl Berkson, Ciprian Demeter

We generalize the respective ``double recurrence'' results of Bourgain and of the second author, which established for pairs of $L^{\infty}$ functions on a finite measure space the…

Vector Valued Transference

{Spaces of Infinite Measure and Pointwise Convergence of the Bilinear Hilbert and Ergodic Averages Defined by Lp-Isometries

{Spaces of Infinite Measure and Pointwise Convergence of the Bilinear Hilbert and Ergodic Averages Defined by $L^{p}$ -Isometries