1 citations · 1 across the 1 of their papers we have counts for
3 papers
math.CA2019
Optimal arithmetic structure in exponential Riesz sequences
Itay Londner
We consider exponential systems for . It has been shown by Londner and Olevskii in [9] that there exists a su…
math.CA2018
On syndetic Riesz sequences
Marcin Bownik, Itay Londner
Applying the solution to the Kadison-Singer problem, we show that every subset of the torus of positive Lebesgue measure admits a Riesz sequence of exponentials $\lef…
math.CA2017★ 1 cited
Riesz sequences and generalized arithmetic progressions
Itay Londner
The purpose of this note is to verify that the results attained in [6] admit an extension to the multidimensional setting. Namely, for subsets of the two dimensional torus we find…