Fractional integral operator and its commutator on generalized Morrey spaces associated with ball Banach function spaces

In this paper, we study the boundedness for the fractional integral operator I-a on generalized Morrey spaces associated with ball Banach function spaces. Moreover, the boundeness for the commutator of I-a on these spaces is also established. Our main results extend various previous results on some concrete generalized Morrey spaces associated with ball Banach function spaces.

Automated summary

In this paper, the boundedness of the fractional integral operator I-a on generalized Morrey spaces associated with ball Banach function spaces is studied. Additionally, the boundedness of the commutator of I-a on these spaces is also established. The main results of this study extend previous findings on specific generalized Morrey spaces associated with ball Banach function spaces.