Product‎ type operators on vector valued derivative Besov ‎spaces‎

In this paper,  we characterize the boundedness and compactness of product type operators, including Stevi\'c-Sharma operator T_{\nu_۱,\nu۲,\varphi},  from weak vector valued derivative Besov space w\mathcal{E}^p_\beta(X) into weak vector-valued Besov space w\mathcal{B}^p_\beta(X). As an application, we obtain the boundedness and compactness characterizations of the weighted composition operator on the weak vector valued derivative  Besov space.

کلیدواژه ها:

D‎erivative Besov spaces‎ ، ‎weighted composition operator‎ ، ‎boundedness‎ ، ‎compactness‎‎