Volterra integral operators and Carleson embedding on Campanato spaces

Abstract

Let 1 ≤ p < q < ∞. The boundedness and compactness of the embedding from Campanato spaces L p,λ into tent spaces T q s (µ) are investigated in this paper. Meanwhile, the boundedness and the essential norm of the Volterra operators T g and I g from L p,λ to F(q, q − 2 + q(1−λ) p , s) are also studied.