Applied Mathematics & Information Sciences

Author Country (or Countries)

Saudi Arabia


This research aimed to show the validity following Francisco L.Hern?ndez, C茅sar Ruiz and Mauro Sanchiz [1], of the necessary and sufficient conditions on subsets of variable exponent spaces 饾惪(路)(惟) in order to be weakly compact. Useful criteria are given extending And么 results for Orlicz spaces. This research aimed to show that all separable variable exponent spaces are weakly Banach-Saks. Also, L-weakly compact and weakly compact inclusions between variable exponent spaces are studied.

Digital Object Identifier (DOI)