[1] Jaeger G., Sergienko A. V., Saleh B. E. A., and Teich M. C., “Entanglement, Mixedness, and spin-flip symmetry in multiple-qubit systems”, Physics Review A 68, 022318, 2003.
[3] Hu X-M., Huang C-X., Sheng Y-B., Zhou L., Liu B-H., Guo Y., Zhang C., Xing W-B., Huang Y-F., Li C-F., and Guo G-C., “Long-Distance entanglement purification for quantum communication”, Physical Review Letters 126, 010503, 2021.
[4] Basset F. B., Salusti F., Schweickert L., Rota M. B., Tedeschi D., Covre da Silva S. F., Roccia E., Zwiller V., Jons K. D., Rastelli A., and Trotta R., “Quantum teleportation with imperfect quantum dots”, npj Quantum Information 7, 7, 2021.
[5] Xu J. Z., Guo J. B., Wen W., Bai Y. K., and Yan F., “Entanglement evolution of three-qubit mixed states in multipartite cavity-reservoir systems”, Chinese Physics B 21, 080503, 2012.
[6] Calabrese P., Cardy J., and Tonni E., “Entanglement negativity in quantum field theory”, Physical Review Letters 109, 130502, 2012.
[7] Calabrese P., Cardy J., and Tonni E., “Entanglement negativity in extended systems: a field theoretical approach”, Statistical Mechanics, 02008, 2013.
[8] Rangamani M., and Rota M., “Comments on entanglement negativity in holographic field theories”, 060, 2014. DOI 0.1007/JHEP10(2014)
[9] Vidal G., and Werner R. F., “Computable measure of entanglement”, Physical Review A 65, 032314, 2002.
[10] Zyczkowski K., Horodecki P., Sanpera A., and Lewenstein M., “Volume of the set of separable states”, Physical Review A 58, 883, 1998.
[11] Lee J., Kim M. S., Park Y. J., and Lee S., “Partial teleportation of entanglement in a noisy environment”, Journal of Modern Optics 47, 2151, 2000.
[12] He H., and Vidal G., “Disentangling theorem and monogamy for entanglement negativity”, Physical Review A 91, 012339, 2015.
[13] Alba V., “Entanglement negativity and conformal field theory: A Monte Carlo study”, Statistical Mechanics 1305, 05013, 2013.
[14] Gabriel A., and Hiesmayr B., “Macroscopic observables detecting genuine multipartite entanglement and partial inseparability in many-body systems”, Europhysics Letters 101, 3003, 2013.
[15] Horodecki M. P., and Oppenheim J., “Reversible transformations from pure to mixed states and the unique measure of information”, Physical Review A 67, 062104, 2003.
[16] Singh U., Bera M. N., Dhar H. S., and Pati A. K., “Maximally coherent mixed states: complementarity between maximal Coherence and mixedness”, Physical Review A 91, 052115, 2015.
[17] Zheng X., and Zhang G-F., “The effects of mixedness and entanglement on the properties of the entropic uncertainty in Heisenberg model with Dzyaloshinski–Moriya interaction”, Quantum Information Processing 16, 1, 2017.
[18] Paulson K. G., and Satyanarayana S. V. M., “Bounds on mixedness and entanglement of quantum teleportation resources”, Physics Letters A 381, 1134-1137, 2017.
[19] Sarkar D., “On measures of quantum entanglement”, Quantum Information 14, 3, 2016.
[20] Laba H. P., and Tkachuk, “Geometric measure of mixing of quantum state”, Condensed Matter Physics 21, 3, 33003, 1-4, 2014.
[21] Sudarshan E. S. G., “Equivalence of semiclassical and quantum mechanical descriptions of statistical light beams”, Physical Review Letters 10, 277-279, 1963.
[22] Radcliffe J. M., “Some properties of coherent spin states”, Journal of Physics A: General Physics 4, 1971.
[23] Ashrafpour M., Ahmadi M., and Jafarpour M., “Analytical solutions for entanglement a superposition of spin coherent states with non-phase coherence parameters”, Journal of Sciences, Islamic Republic of Iran 32, 81-85, 2021.
[24] Sakurai J.J., “Modern quantum mechanics”, Addison-Wesley Press, 2011.
[25]
Dodonov V. V.,
Manko O. V.,
Manko V. I., and Wunsche A., “Hilbert-Schmidt distance and