LAWS OF LARGE NUMBERS FOR WEIGHTED SUMS OF FUZZY SET-VALUED RANDOM VARIABLES.

In this paper, we shall present weak and strong laws of large numbers (WLLN's and SLLN's) for weighted sums of independent (not necessarily identically distributed) fuzzy set-valued random variables in the sense of the extended Hausdorff metric dH∞ based on the result of set-valued random variable obtained by Taylor and Inoue32,33 This work is a continuation of Li and Ogura20. [ABSTRACT FROM AUTHOR]