![]() ![]() ( arXiv:1808.04662v2)Īudenaert, K.M.R.: On the Araki–Lieb–Thirring inequality. Xu, J.W.: Coherence measures based on sandwiched Rényi relative entropy. He also says that this is helpful in teleportation. He says that two particles behave in the same way even if they are separated. Streltsov, A., Singh, U., Dhar, H.S., Bera, M.N., Adesso, G.: Measuring quantum coherence with entanglement. What are coherence and quantum entanglement Does it mean that two particles are the same I read this in a book called Physics of the Impossible by Michio Kaku. Zhao, H.Q., Yu, C.S.: Remedying the strong monotonicity of the coherence measure in terms of the Tsallis relative \(\alpha \) entropy. Rastegin, A.E.: Quantum-coherence quantifiers based on the Tsallis relative \(\alpha \) entropies. Jin, Z.X., Fei, S.M.: Quantifying quantum coherence and non-classical correlation based on Hellinger distance. Yu, C.S.: Quantum coherence via skew information and its polygamy. A 98, 032324 (2018)Īudenaert, K.M.R., Datta, N.: \(\alpha \)– \(z\)-relative \(\acute\)nyi divergence satisfies data processing inequality. Xiong, C.H., Kumar, A., Wu, J.D.: Family of coherence measures and duality between quantum coherence and path distinguishability. Yu, X.D., Zhang, D.J., Xu, G.F., Tong, D.M.: Alternative framework for quantifying coherence. What is quantum coherence What does it really signify, and what does it tell us about the system Asked 4 years, 10 months ago Modified 4 years, 10 months ago Viewed 611 times 11 In quantum mechanics (QM) people speak about quantum coherence of states of the system. 50, 285301 (2017)ĭu, S., Bai, S., Qi, X.: Coherence measures and optimal conversion for coherent states. Qi, X., Gao, T., Yan, F.: Measuring coherence with entanglement concurrence. Napoli, C., Bromley, T.R., Cianciaruso, M., Piani, M., Johnston, N., Adesso, G.: Robustness of coherence: an operational and observable measure of quantum coherence. Yuan, X., Zhou, H., Cao, Z., Ma, X.: Intrinsic randomness as a measure of quantum coherence. Winter, A., Yang, D.: Operational resource theory of coherence. B 84, 113415 (2011)īu, K.F., Singh, U., Fei, S.M., Pati, A.K., Wu, J.D.: Maximum relative entropy of coherence: an operational coherence measure. ![]() Karlström, O., Linke, H., Karlström, G., Wacker, A.: Increasing thermoelectric performance using coherent transport. Witt, B., Mintert, F.: Stationary quantum coherence and transport in disordered networks. We investigate the influence of geometry on the preservation of quantum coherence in spin clusters subjected to a thermal environment. Rebentrost, P., Mohseni, M., Aspuru-Guzik, A.: Role of quantum coherence and environmental fluctuations in chromophoric energy transport. Geometrical optimization of spin clusters for the preservation of quantum coherence. Lostaglio, M., Jennings, D., Rudolph, T.: Description of quantum coherence in thermodynamic processes requires constraints beyond free energy. Rybak, L., Amaran, S., Levin, L., Tomza, M., Moszynski, R., Kosloff, R., Koch, C.P., Amitay, Z.: Generating molecular rovibrational coherence by two-photon femtosecond photoassociation of thermally hot atoms. Huelga, S.F., Plenio, M.B.: Vibrations, quanta and biology. Li, C.M., Lambert, N., Chen, Y.N., Chen, G.Y., Nori, F.: Witnessing quantum coherence: from solid-state to biological systems. arXiv.Lloyd, S.: Quantum coherence in biological systems. Probabilistic error cancellation with sparse Pauli-Lindblad models on noisy quantum processors. van den Berg, E., Minev, Z., Kandala, A., et al.Scalable error mitigation for noisy quantum circuits produces competitive expectation values. Error mitigation extends the computational reach of a noisy quantum processor. Kandala, A., Temme, K., Córcoles, A.D.Error Mitigation for Short-Depth Quantum Circuits. Kristan Temme, Sergey Bravyi, and Jay M.Hardware-efficient variational quantum eigensolver for small molecules and quantum magnets. Evidence for the utility of quantum computing before fault tolerance. ![]()
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