Integral mappings between Banach spaces
The author studies integral mappings between Banach spaces. He considers some classes of ``Grothendieck-integral'' (G-integral) and ``Pietsch-integral'' (P-integral) multilinear operators. It is shown that a multilinear operator between Banach spaces is G- or P-integral if and only if its linearization is of the same kind on the injective product of the spaces.
scientific article; zbMATH DE number 1915732
scientific article