Pp. 52-61 (10)
Antonio Boccuto, Beloslav Riecan and Marta Vrabelova
We introduce the theory of the double integrals for Riesz space-valued mappings, defined on a bounded
subrectangle of the Euclidean plane, and prove some versions of the Fubini theorems. We deal also with some concepts
of continuity for Riesz space-valued functions, related with these kinds of results.