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Statistical properties of qutrit in probability representation of quantum mechanics A. S. Avanesov, V. I. Man'ko
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ArticleSubject(s): кутриты | квантовая механика | квантовая статистика | Цаллиса энтропияGenre/Form: статьи в журналах Online resources: Click here to access online
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Physica A: statistical mechanics and its applications Vol. 533. P. 121898 (1-11)Abstract: Qutrit quantum observables are simulated by the set of classical-like random variables. Statistical properties of the quantum observables are expressed in terms of the statistical moments of classical-like observables. The properties of new information characteristics based on Tsallis entropy of the standard probability distributions are investigated in the case of qubit systems.
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Qutrit quantum observables are simulated by the set of classical-like random variables. Statistical properties of the quantum observables are expressed in terms of the statistical moments of classical-like observables. The properties of new information characteristics based on Tsallis entropy of the standard probability distributions are investigated in the case of qubit systems.
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