A Strong Law of Large Numbers for Set-Valued Random Variables in Rademacher Type P Banach Space

In this paper, we shall prove the strong law of large numbers (SLLN) for set-valued random variables in the sense of d_H, and the basic space being Rademacher type p(1lesples2) Banach space. This kind of SLLN is the extension of classical SLLN's for Xi-valued random variables and it also implies previous SLLN's results for set-valued random variables