In this paper, we shall prove some strong laws of large numbers(SLLN’s)
for weighted sums of set-valued random variables in the sense of Hausdorff metric dH
for which the basic space being Rademacher type p (1 ≤ p ≤ 2) Banach space. We
partially follow the results of classical SLLN’s for X-valued random variables in [2],
extending it to more general set-valued case.
