Strong law of large numbers for double sequences of pairwise \(M\)-dependent real and multivalued random variables (Q6611857)

The work continues research on generalizations of the strong law of large numbers (SLLN). It generalizes previously obtained results to a double sequence of pairwise \(M\)-dependent random variables, and gives a new variant of SLLN for a double sequence of pairwise \(M\)-dependent multivalued random variables with closed values in \(\mathbb{R}\). \N\NSection 2 is introductory. Section 3 contains the main results. Having proven new results of SLLN for a double sequence of pairwise \(M\)-dependent real random variables, the authors prove the Kuratowski-convergence for the above-mentioned sequences.