Boundedness of Maximal and Singular Operators in Morrey Spaces with Variable Exponent

Vakhtang Kokilashvili; Alexander Meskhi

Download

Title: Boundedness of Maximal and Singular Operators in Morrey Spaces with Variable Exponent

Volume:

Number:

ISSN:

1829-1163

Official URL:

Contributor(s):

Գլխ. խմբ.՝ Անրի Ներսեսյան ; Պատ. խմբ.՝ Լինդա Խաչատրյան ; Խմբ. տեղակալ՝ Ռաֆայել Բարխուդարյան

Coverage:

18-28

Abstract:

In this paper the boundedness of Hardy-Littlewood maximal and singular operators in variable exponent Morrey spaces $M^{p(\cdot)}_{q(\cdot)}(X)$ defined on spaces of homogeneous type is established provided that $p$ and $q$ satisfy Dini-Lipschitz (log-H\"older continuity) condition.

Publisher:

National Academy of Sciences of Armenia

Date created:

2008-07-10

Format:

pdf

Identifier:

oai:arar.sci.am:13201

General note:

Electronic Open Access Publication of the National Academy of Sciences of Armenia

Digitization:

ՀՀ ԳԱԱ Հիմնարար գիտական գրադարան

Location of original object:

ՀՀ ԳԱԱ Հիմնարար գիտական գրադարան

Subject and keywords:

Fourier analysis

Object collections:

Digital Library > Articles

Last modified:

Apr 19, 2024

In our library since:

Feb 12, 2020

Number of object content hits:

All available object's versions:

https://arar.sci.am/publication/14889

Show description in RDF format:

RDF

Show description in OAI-PMH format:

OAI-PMH

Armenian Journal of Mathematics=Հայկական մաթեմատիկական հանդես

Edition name	Date
Boundedness of Maximal and Singular Operators in Morrey Spaces with Variable Exponent	Apr 19, 2024

Object

Title: Boundedness of Maximal and Singular Operators in Morrey Spaces with Variable Exponent

Creator:

Type:

Publication Details:

Journal or Publication Title:

Date of publication: