Noncommutative analogs of large deviation inequalities are established for independent variables and martingales, enabling a noncommutative ergodic theorem via a Gordin decomposition.
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Large Deviation Inequalities for Noncommutative Martingales
Noncommutative analogs of large deviation inequalities are established for independent variables and martingales, enabling a noncommutative ergodic theorem via a Gordin decomposition.