OPTIMAL PAIRS OF SYMMETRIC SPACES FOR THE CALDERÓN TYPE OPERATORS
Journal article, 2021

We identify the optimal pairs of symmetric spaces (X, Y) such that the discrete Hilbert transform, the Calderón operator and the triangular trunca­tion operator act boundedly from X to Y.

Symmetric sequence and operator spaces

Discrete Hilbert transform

Triangular truncation operator

Optimal symmetric range

Author

Konstantin V. Lykov

Image Processing Systems Institute, Russian Academy of Sciences

F. A. Sukochev

University of New South Wales (UNSW)

Kanat S. Tulenov

Al Farabi Kazakh National University

Alexandr Usachev

Central South University

Chalmers, Mathematical Sciences, Analysis and Probability Theory

Other publications Research

Pure and Applied Functional Analysis

21893756 (ISSN) 21893764 (eISSN)

Vol. 6 3 631-649

Subject Categories

Probability Theory and Statistics

Mathematical Analysis

Other Electrical Engineering, Electronic Engineering, Information Engineering

More information

Latest update

10/15/2024

Feedback and support

If you have questions, need help, find a bug or just want to give us feedback you may use this form, or contact us per e-mail research.lib@chalmers.se.

About

Research.chalmers.se contains research information from Chalmers University of Technology, Sweden. It includes information on projects, publications, research funders and collaborations.

More about coverage period and what is publicly available

Privacy and cookies

Accessibility

Citation Style Language
citeproc-js (Frank Bennett)

Links

Chalmers Library
Chalmers Research
Chalmers Student Theses

Chalmers University of Technology

SE-412 96 GOTHENBURG, SWEDEN
PHONE: +46 (0)31-772 10 00
WWW.CHALMERS.SE