Abstract In this paper, we obtain the large deviation principle for random variables in sublinear expectation spaces taking values in R d , which do not have to satisfy the… Click to show full abstract
Abstract In this paper, we obtain the large deviation principle for random variables in sublinear expectation spaces taking values in R d , which do not have to satisfy the independent identical distributed condition. We also give an example, where we construct a sequence of random variables in the framework of sublinear expectations satisfying our assumption.
               
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