4 datasets found

We study some L^p spaces of Dirichlet series, particularly two families of Bergman spaces A^p and B^p. We recover classical properties of spaces of analytic functions:...

A typo corrected : the (clearly) missing important letters "p.s.h." are added in the correct place. No changes for the results nor for the proofs.

4 p

We show that a composition operator on weighted Bergman spaces $\mathcal{A}_{\mu}^p$ is invertible if and only if it is Fredholm if and only if it is an isometry.