A note about Volterra operators on weighted Banach spaces of entire functions

We characterize boundedness, compactness and weak compactness of Volterra operators acting between different weighted Banach spaces of entire functions with weighted sup-norms in terms of the symbol g. Thus we complement recent work by Bassallote, Contreras, Hern'andez-Mancera, Mart'in and Paul for spaces of holomorphic functions on the disc and by Constantin and Pel'aez for reflexive weighted Fock spaces.