Order matrix transformations on some Banach lattice valued sequence spaces

Let E and F be Banach lattice with F is a Dedekind σ-complete. We characterize the generalized classes (X(E),Y(F)) of all infinite matrices of regular operators from E to F, for X∈{ℓ,c,ℓ∞} and Y∈{c,c0,ℓ∞}.