Multipliers in vector-valued function spaces under convolution
The authors provide a characterization of the multiplier space of vector valued continuous function spaces vanishing at infinity which are Banach modules of a Banach algebra valued function space under convolution product. Multiplier spaces of the vector valued Bocher integrable function spaces as modules of a Banach algebra valued function space are also characterized.
scientific article; zbMATH DE number 868498
scientific article