activity
20162026
most citedCyclic -isometries, and Dirichlet type spaces

8 citations · 14 across the 8 of their papers we have counts for

collaborators

11 papers

math.FA2026

A sharp discrete Sobolev inequality and left inverses of higher order differences

Raul Hindov, Shahaf Nitzan, Jan-Fredrik Olsen +1

For integers , we determine the best constants in the inequalities where i…

math.FA2024

A sharp higher order Sobolev embedding

Raul Hindov, Shahaf Nitzan, Jan-Fredrik Olsen +1

We obtain sharp embeddings from the Sobolev space into the space and determine the extremal functions. This improves on a previous estimate of the sha…

math.FA2023★ 1 cited

On Dirichlet-type and -isometric shifts in finite rank de~Branges--Rovnyak spaces

Shuaibing Luo, Eskil Rydhe

This paper studies the function spaces by Richter and Aleman, and by the second author. It is known that the forward shift is bounded a…

math.FA2021

Laplace-Carleson embeddings and infinity-norm admissibility

Birgit Jacob, Jonathan R. Partington, Sandra Pott +2

A full characterization of the boundedness of Laplace--Carleson embeddings on is provided, in terms of the Carleson intensity of the respective measure and of a suitable…

math.FA2019

A multi-parameter Hardy type inequality

Eskil Rydhe

This note contains two simple observations. First, by the weak factorization of product (Ferguson--Lacey, Lacey--Terwilleger), we obtain a multi-parameter analogue of Hardy's…

math.FA2019

On Laplace--Carleson embeddings, and -mapping properties of the Fourier transform

Eskil Rydhe

We investigate so-called Laplace--Carleson embeddings for large exponents. In particular, we extend some results by Jacob, Partington, and Pott. We also discuss some related result…