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Non-commutative notions of stochastic independence
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Non-commutative notions of stochastic independence

ANIS BEN GHORBAL and MICHAEL Schürmann
Mathematical proceedings of the Cambridge Philosophical Society, Vol.133(3), pp.531-561
01/11/2002

Abstract

We present, starting from a set of canonical axioms, a complete classification of the notions of non-commutative stochastic independence. Our result originates from a first contribution and a conjecture by M. Schürmann and is based on a fundamental paper by R. Speicher.

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