Malliavin Calculus and Skorohod Integration for Quantum Stochastic Processes

Abstract

A derivation operator and a divergence operator are defined on the algebra of bounded operators on the symmetric Fock space over the complexification of a real Hilbert space h and it is shown that they satisfy similar properties as the derivation and divergence operator on the Wiener space over h. The derivation operator is then used to give sufficient… (More)

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Cite this paper

@inproceedings{Schott2000MalliavinCA, title={Malliavin Calculus and Skorohod Integration for Quantum Stochastic Processes}, author={Ren{\'e} Heinrich Augustinus Schott}, year={2000} }