Abstract.

No abstract

No abstract

Abstract. It is shown that the obvious generalization of the Pettis integral of a multifunction obtained by replacing the Lebesgue integrability of the support functions by the Kurzweil-Henstock integrability, produces an integral which can be described -in case of multifunctions with (weakly) compact convex values -in terms of the Pettis set-valued integral. Mathematics Subject Classifications (2000):Primary: 28B20; secondary: 26A39, 28B05, 46G10, 54C60.