journal article
oaidoi:10.1016/0022-1236(85)90034-5

A non-commutative martingale representation theorem for non-Fock quantum Brownian motion

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Publication date
30 April 1985
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Published by Elsevier Inc.
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    Abstract

    AbstractA non-commutative theory of stochastic integration is constructed in which the integrators are the components of the quantum Brownian motion with non-unit variance. Unlike the unit variance (Fock) case, there is a Kunita-Watanabe type representation theorem for processes which are martingales with respect to the generated filtration

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