In this paper, we consider the boundedness and compactness of operator $M_uC_\psi$ between $(\alpha,p)$-Besov Zygmund spaces in terms of Carleson type measures. Also we obtain some equivalent statements for the boundedness and compactness of a generalized product type operator $T_{u_1,u_2,\psi}$ which is well-knows as Stevi'c-Sharma operator between $(\alpha,p)$-Besov Zygmund spaces.
Nasresfahani,S. , Hassanlou,M. , Molaei,D. and Abbasi,E. (2025). Product type operators on $(\alpha,p)$-Besov Zygmund spaces. (e5694). AUT Journal of Mathematics and Computing, (), e5694 doi: 10.22060/ajmc.2025.22758.1191
MLA
Nasresfahani,S. , , Hassanlou,M. , , Molaei,D. , and Abbasi,E. . "Product type operators on $(\alpha,p)$-Besov Zygmund spaces" .e5694 , AUT Journal of Mathematics and Computing, , , 2025, e5694. doi: 10.22060/ajmc.2025.22758.1191
HARVARD
Nasresfahani S., Hassanlou M., Molaei D., Abbasi E. (2025). 'Product type operators on $(\alpha,p)$-Besov Zygmund spaces', AUT Journal of Mathematics and Computing, (), e5694. doi: 10.22060/ajmc.2025.22758.1191
CHICAGO
S. Nasresfahani, M. Hassanlou, D. Molaei and E. Abbasi, "Product type operators on $(\alpha,p)$-Besov Zygmund spaces," AUT Journal of Mathematics and Computing, (2025): e5694, doi: 10.22060/ajmc.2025.22758.1191
VANCOUVER
Nasresfahani S., Hassanlou M., Molaei D., Abbasi E. Product type operators on $(\alpha,p)$-Besov Zygmund spaces. AUT J Math Comput, 2025; (): e5694. doi: 10.22060/ajmc.2025.22758.1191
