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Noncommutative Maximal Ergodic Theorems for Modulated $(C,α)$-Averages with Operator-Valued Weights
In this paper, we study modulated $(C,α)$-ergodic averages with operator-valued weights and their subsequential versions in the setting of semifinite von Neumann algebras. Our framework combines $(C,α)$-type modulation with operator-valued weights and extends both scalar-weighted and operator-valued
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