COMPACTIFICATION OF WEIGHTED HARDY OPERATOR IN VARIABLE EXPONENT LEBESGUES SPACES

MAMEDOV, FARMAN I. and ZEREN, YUSUF and AKIN, LUTFI (2017) COMPACTIFICATION OF WEIGHTED HARDY OPERATOR IN VARIABLE EXPONENT LEBESGUES SPACES. Asian Journal of Mathematics and Computer Research, 17 (1). pp. 38-47.

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Abstract

We study necessity and sufficiency conditions for the weighted Hardy operator Ηvw f (x)=v(x) ∫ f(t)w(t)dt to be compact from Lp(.)(0,l) to Lq(.)(0,l).

Item Type: Article
Subjects: Academic Digital Library > Mathematical Science
Depositing User: Unnamed user with email info@academicdigitallibrary.org
Date Deposited: 28 Dec 2023 04:45
Last Modified: 28 Dec 2023 04:45
URI: http://publications.article4sub.com/id/eprint/3018

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