COMPLETE CONVERGENCE FOR WEIGHTED SUMS OF WIDELY NEGATIVE DEPENDENT RANDOM VARIABLES UNDER THE SUB-LINEAR EXPECTATIONS

chang liu

Abstract


In the paper, the complete convergence for weighted sums of arrays of
rowwise widely negative dependent random variables under the sub-linear expecta-
tions is established. The main result partially extend some known results both in the
classical probability space and sub-linear expectation space. In addition, it weaken
their conditions.


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