Non-commutative ergodic averages of balls and spheres over Euclidean spaces
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DOI: 10.1017/etds.2018.40
Abstract: In this paper, we establish a non-commutative analogue of Calderón’s transference principle, which allows us to deduce the non-commutative maximal ergodic inequalities from the special case—operator-valued maximal inequalities. As applications, we deduce the non-commutative Stein–Calderón… read more here.
Keywords: commutative ergodic; euclidean spaces; averages balls; ergodic averages ... See more keywords