Investigates exponential bounds and large deviation laws for weighted sums of non-commutative random variables, suggesting important implications for risk assessment.
In this paper, we study operator valued exponential upper bounds and large deviation-type bounds for T -acceptable weighted sums. Furthermore, we investigate the weak type law of large numbers for weighted sums of non-commutative random variables.
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Byoung Jin Choi (2026) studied this question.
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