Linearization of holomorphic semicocycles in Banach spaces

Abstract

We consider holomorphic semicocycles on the open unit ball in a Banach space taking values in a Banach algebra. We establish criteria for a semicocycle to be linearizable, that is, cohomologically equivalent to one independent of the spatial variable.

References in corpus (1)

• Normal forms and linearization of holomorphic dilation type semigroups in several variables