Titlebook: Quantum Probability and Applications V; Proceedings of the F Luigi Accardi,Wilhelm Waldenfels Conference proceedings 1990 Springer-Verlag B

Fibrin

記成螞蟻

Quantum diffusions on involutive algebras,re necessary for existence are always satisfied. In this framework every quantum stochastic parallel transport process induces horizontal lifts. Applications are given to group respresentations and a factorisation property is obtained for parallel transport processes driven by classical Brownian motion on the d × d matrices.

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Stochastic transitions on preduals of von Neumann algebras,d. In its light the notion of a stochastic coupling for von Neumann algebras as introduced by the first named author in [5] (cf. also [1]) and the notion of transition operators introduced by the second named author in [7] appear to be particular (indeed extreme) cases of a more general theory.

Saline

Stochastic dilations of quantum dynamical semigroups using one-dimensional quantum stochastic calcu of bounded operators on the separable infinite dimensional Hilbert space ?. can be expressed as . where (..: . ∈ ?.) is a quantum diffusion over ?(?.) constructed using only one dimensional quantum stochastic calculus. In general the diffusion is not inner.

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ACRID

Industrial Operation of the Biological Early Warning System BioArgus for Water Quality Control Usining water supply Early Warning Systems (EWS). The use of high level of chemical in drinking water is danger and economic losses in such cases depend on speed of acceptance of the management decisions directed to their prevention and elimination. The aim of EWSs is to support of the management decisi

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