de Branges spaces with bi-Lipschitz phase for large distances

Philippe Poulin; Simon R Cowell

de Branges spaces with bi-Lipschitz phase for large distances

Philippe Poulin, Simon R Cowell

Department of Mathematical Sciences

Research output: Other contribution

Abstract

We characterize an arbitrary de Branges space with bi-Lipschitz phase for large distances as a subspace of a weighted Paley--Wiener space, consisting of the elements square-integrable against a heavier weight on the real line.

Original language	English
Publication status	Published - 1800

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http://arxiv.org/abs/1306.6199v2

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title = "de Branges spaces with bi-Lipschitz phase for large distances",

abstract = "We characterize an arbitrary de Branges space with bi-Lipschitz phase for large distances as a subspace of a weighted Paley--Wiener space, consisting of the elements square-integrable against a heavier weight on the real line.",

author = "Philippe Poulin and Cowell, \{Simon R\}",

note = "Type: Manuscript",

year = "1800",

language = "English",

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T1 - de Branges spaces with bi-Lipschitz phase for large distances

AU - Poulin, Philippe

AU - Cowell, Simon R

N1 - Type: Manuscript

PY - 1800

Y1 - 1800

N2 - We characterize an arbitrary de Branges space with bi-Lipschitz phase for large distances as a subspace of a weighted Paley--Wiener space, consisting of the elements square-integrable against a heavier weight on the real line.

AB - We characterize an arbitrary de Branges space with bi-Lipschitz phase for large distances as a subspace of a weighted Paley--Wiener space, consisting of the elements square-integrable against a heavier weight on the real line.

M3 - Other contribution

ER -

de Branges spaces with bi-Lipschitz phase for large distances

Abstract

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