Stochastic Dynamics of Quantum Physical Systems ()
ABSTRACT
In this article we define and build the one method of description of stochastic evolution of a physical quantum system. For each quantum state w∈EU we construct the probability measure uw in the space (PU, S), where PU is the space of the pure states of the quantum system, S the Borel σ-algebra in PU. Farther, for any Hermit's positive element with norm ‖u‖=1, in the C*-algebra of observablesU, we define the probability measure uu on the set of states EU. If strongly continuous group｛αt｝of * automorphisms on U describes the evolution of structure of observables, according to this, we have a picture of evolution of distribution of states of quantum system relatively to each observable u.
Share and Cite:
Mumladze, M. (2016) Stochastic Dynamics of Quantum Physical Systems.
Open Access Library Journal,
3, 1-6. doi:
10.4236/oalib.1103004.
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