THE INCLUSION THEOREMS FOR GENERALIZED VARIABLE EXPONENT GRAND LEBESGUE SPACES
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Date
2021
Authors
Journal Title
Journal ISSN
Volume Title
Publisher
Kangwon-Kyungki Mathematical Soc
Access Rights
info:eu-repo/semantics/closedAccess
Abstract
In this paper, we discuss and investigate the existence of the inclusion L-p(.),L-theta (mu) subset of L-q(.),L-theta (nu), where mu and nu are two finite measures on (X, Sigma) Moreover, we show that the generalized variable exponent grand Lebesgue space L-p(.),L-theta (Omega) has a potential-type approximate identity, where Omega is a bounded open subset of R-d.
Description
Keywords
Generalized variable exponent grand Lebesgue spaces, Inclusion, Approximate identity
Journal or Series
Korean Journal of Mathematics
WoS Q Value
N/A
Scopus Q Value
Q4
Volume
29
Issue
3
