Product type operators on $(\alpha,p)$-Besov-Zygmund spaces

‎‎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-known as Stevi'c-Sharma operator between $(\alpha,p)$-Besov-Zygmund spaces‎.