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Almost Sure Convergence of Weighted Sums for m-END Sequences under Sub-linear Expectations
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By using Rosenthal's inequality, we discussed almost sure convergence of weighted sums for -END ( -extended negatively dependent) random variable sequence with the condition of , under sub-linear expectations. Almost sure convergence of weighted sums for END sequence in the classical probability space was extended to the almost sure convergence of weighted sums for -END random variable sequence under the sub-linear expectations.
Title: Almost Sure Convergence of Weighted Sums for m-END Sequences under Sub-linear Expectations
Description:
By using Rosenthal's inequality, we discussed almost sure convergence of weighted sums for -END ( -extended negatively dependent) random variable sequence with the condition of , under sub-linear expectations.
Almost sure convergence of weighted sums for END sequence in the classical probability space was extended to the almost sure convergence of weighted sums for -END random variable sequence under the sub-linear expectations.
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