Weighted composition operators acting between the NpNp-space and the weighted-type space Hα∞

In this paper, we study the boundedness and compactness of the weighted composition operator uCϕuCϕ, which is induced by an analytic function uu on the unit disk and an analytic self-map ϕϕ of the unit disk, acting between the NpNp-space and the weighted-type space Hα∞.