Unitary and nonunitary evolution of qubit states in probability representation of quantum mechanics

Review of the probability representation of qubit states and observables is presented as well as the picture of states of two-level systems in terms of Triada of Malevich's squares. A new relation of introduced probability parameters is obtained. Also, it is offered a method to visualize the qu...

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Bibliographic Details
Published in:International journal of theoretical physics Vol. 58, № 6. P. 2054-2067
Main Author: Avanesov, Ashot S.
Other Authors: Manko, Vladimir I.
Format: Article
Language:English
Subjects:
Online Access:http://vital.lib.tsu.ru/vital/access/manager/Repository/vtls:000720870
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520 3 |a Review of the probability representation of qubit states and observables is presented as well as the picture of states of two-level systems in terms of Triada of Malevich's squares. A new relation of introduced probability parameters is obtained. Also, it is offered a method to visualize the quantum channel's maps of qubit states. Evolution of the two-level system is considered in terms of Triada of Malevich's squares in case of Rabi and Demkov models. © 2019, Springer Science+Business Media, LLC, part of Springer Nature. 
653 |a квантовая декогеренция 
653 |a двухуровневые квантовые системы 
653 |a открытые системы 
653 |a вероятностные представления квантовой механики 
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