Abstract
We considered the phase of the quantum bit wave function as a resource for storage and transmission of classical information. We qualitatively evaluated the effectiveness of this resource. We considered use of this resource for the transmission of classical information through a quantum channel of communication with the help of technology of quantum teleportation.
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References
J. Bertrand and P. Bertrand, “A tomographic approach to Wigner’s function,” Foundat. Physics, 17, Issue 4, 397–405 (1987).
S. Mancini, V. I. Manko, and P. Tombesi, “Symplectic tomography as classical approach to quantum systems,” Phys. Lett. A, 213, Issue 1–2, 1–6 (1996).
S. Mancini, V. I. Manko, and P. Tombesi, “Classical-like description of quantum dynamics by means of symplectic tomography,” Foundat. Physics, 27, Issue 6, 801–824 (1997).
V. I. Manko and O. V. Manko, “Tomography of spin states,” Zhurn. Experiment. Teor. Fiziki, 112, Issue 3(9), 796–804 (1997).
V. A. Andreev and V. I. Manko, “Tomography of two-particle spin states,” Zhurn. Experiment. Teor. Fiziki, 114, Issue 2(8), 437–447 (1998).
V. A. Andreev, V. I. Manko, O. V. Manko, and E. V. Schukin, “Tomography of spin states, entanglement criterion and Bell’s inequalities,” Teoret. Mat. Fiz., 146, No. 1, 172–185 (2006).
S. N. Fillippov, Quantum States and Dynamics of Spin Systems and Electromagnetic Field in Representation of Tomographic Probability, Author’s Abstract of PhD Theses, 01.04.02, Dolgoprudnyi (2012).
G. G. Amosov, Probabilistic and Cohomological Characteristics of Quantum Dynamic Systems, Author’s Abstract of PhD Theses, 01.04.02, MFTI, Dolgoprudnyi (2008).
E. P. Wigner, “On the quantum correction for thermodynamic equilibrium,” Phys. Rev., 40, 749–759 (1932).
I. O. Vakarchuk, Quantum Mechanics [in Ukrainian], LDU im. I. Franka, Lviv (2007).
I. R. Yukhnovskii, Fundamentals of Quantum Mechanics [in Russian], Lybid’, Kyiv (2002).
L. B. Klebanov and L. A. Khalfin, “What information about wave function follows from its “measurement” using the tomographic method of estimation of the Wigner function,” gdz.sub.uni-goettingen.de/dms/load/img.
M. Nilsen and I. Chang, Quantum Evaluations and Quantum Information [in Russian], Mir, Moscow (2006).
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Translated from Kibernetika I Sistemnyi Analiz, No. 1, January–February, 2014, pp. 160–167.
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Voitovych, I.D., Pastukh, O.A. Phase of the Quantum Bit wave function as a Resource for Information Storage and Transfer. Cybern Syst Anal 50, 141–147 (2014). https://doi.org/10.1007/s10559-014-9601-0
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DOI: https://doi.org/10.1007/s10559-014-9601-0