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Zn–GRADED INDEPENDENCE

By Frederick M. Goodman

Abstract

This note extends the work of J. Mingo and A. Nica [5] on graded independence of random variables and the graded R–transform. We generalize the results of Mingo and Nica from the context of Z2–graded noncommutative probability spaces to that of Zn–graded noncommutative probability spaces

Year: 2002
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