Carleman operators on Banach lattices
An abstract Carleman operator between Banach lattices is characterized in terms of convergence properties with respect to appropriate representation spaces. This extends classical results for Carleman operators on \(L^ 2\)-spaces. In special cases, integral descriptions are provided.
Carleman operator between Banach lattices
convergence properties with respect to appropriate representation spaces
scientific article; zbMATH DE number 4042628
scientific article