Special uniform approximations of continuous vector-valued functions. Part II: special approximations in CX(T)⊗CY(S) Original Research Article

In this paper, which is a continuation of Timofte (J. Approx. Theory 119 (2002) 291–299, we give special uniform approximations of functions from CX⊗Y(T×S) and C∞(T×S,X⊗Y) by elements of the tensor products CX(T)⊗CY(S), respectively C0(T,X)⊗C0(S,Y), for topological spaces T,S and Γ-locally convex spaces X,Y (all four being Hausdorff).