Citation: | DONG Yingdi, PENG Jinye, SUN Xiaoyan, “Continuous-Variable Quantum Key Distribution Scheme with Odd Coherent States,” Chinese Journal of Electronics, vol. 27, no. 2, pp. 433-438, 2018, doi: 10.1049/cje.2017.10.005 |
P. Jouguet, D. Elkouss and S. Kunzjacques, "High bit rate continuous-variable quantum key distribution", Physical Review A, Vol.90, No.4, pp.042329-042335, 2014.
|
F. Grosshans and P. Grangier, "Reverse reconciliation protocols for quantum cryptography with continuous variables", Physical Review Letter, Vol.88, pp.057902-057908, 2002.
|
A. Leverrier, R. Alleaume, J. Boutros, et al., "Multidimensional reconciliation for continuous-variable quantum key distribution", Physical Review A, Vol.77, No.4, pp.140-164, 2008.
|
P. Jouguet, S. Kunz-Jacques, A. Leverrier, et al., "Experimental demonstration of continuous-variable quantum key distribution over 80 km of standard telecom fiber", Conference on Lasers & Electro-optics Europe, pp.1-2, 2013.
|
P. Jouguet, S. Kunz-Jacques, A. Leverrier, et al., "Experimental demonstration of long-distance continuous-variable quantum key distribution", Nature Photonics, Vol.7, pp.377-383, 2013.
|
F.D. Anno, S.D. Siena, L. Albano et al., "Continuous-variable quantum teleportation with non-Gaussian resources", Physical Review A, Vol.76, pp.022301-022310, 2007.
|
P. Huang, J. Fang and G.H. Zeng, "State-discrimination attack on discretely modulated continuous-variable quantum key distribution", Physical Review A, Vol.89, pp.042330-042338, 2014.
|
H, Takahashi, J.S. Neergaard-Nielsen, M. Takeuchi, et al., "Entanglement distillation from Gaussian input states", Nature Photonics, Vol.4, pp.178-185, 2010.
|
P. Huang, G.Q. He, J. Fang, et al., "Performance improvement of continuous-variable quantum key distribution via photon subtraction", Physical Review A, Vol.87, pp.012317-012325, 2013.
|
A. Kitagawa, M. Takeoka, M. Sasaki, et al., "Entanglement evaluation of non-Gaussian states generated by photon subtraction from squeezed states", Physical Review A, Vol.73, pp.042310-042316, 2006.
|
J.N. Wu, S.Y. Liu, L.Y. Hu, et al., "Improving entanglement of even entangled coherent states by a coherent superposition of photon subtraction and addition", Journal of the Optical Society of America B, Vol.32, No.11, pp.2299-2307, 2015.
|
C. Dong and W.H. Zhao, "Measurement-device-independent quantum key distribution with odd coherent state", Journal of Modern Optics, Vol.61, No.15, pp.1246-1250, 2014.
|
S.H. Sun, M. Gao, H. Dai, et al., "Decoy state quantum key distribution with odd coherent state", Chinese Physical Letter, Vol.25, pp.2358-2364, 2008.
|
Y. Li, J. Zhang, J.X. Zhang, et al., "Continuous-variable quantum teleportation of even and odd coherent states through varied gain channels", Chinese Physical, Vol.15, No.8, pp.1766-1772, 2006.
|
A. Leverrier and P. Grangier, "A simple proof that Gaussian attacks are optimal among collective attacks against continuousvariable quantum key distribution with a Gaussian modulation", Physical Review A, Vol.81, No.6, pp.2112-2114, 2010.
|
N. Aeineh and M.K. Tavassoly, "Higher-orders of squeezing subPoissonian statistics and anti-bunching of deformed photonadded coherent states", Reports on Mathematical Physics, Vol.76, No.1, pp.75-89, 2015.
|
A. Ourjoumtsev, H. Jeong, R. Tualle-Brouri, et al., "Generation of optical Schrodinger cats from photon number state", Nature, Vol.448, No.7155, pp.784-790, 2007.
|
B. Vlastakis, G. Kirchmair, Z. Leghtas, et al., "Deterministically encoding quantum information using 100-photon Schrödinger cat states", Science, Vol.342, No.6158, pp.607-616, 2013.
|
J. Wenger, R. Tualle-Brouri and P. Grangier, "Non-Gaussian statistics from individual pulses of squeezed light", Physical Review Letter, Vol.92, No.15, pp.308-322, 2004.
|
A.P. Lund, T.C. Ralph and H.L. Haselgrove, "Fault-tolerant linear optical quantum computing with small-amplitude coherent States", Physical Review Letter, Vol.100, No.3, pp.105-108, 2008.
|
Z.H. Ma, Z.H. Chen, J.L. Chen, et al., "A gabriel measure of genuine multipartite entanglement with computable lower bounds", Physical Review A, Vol.83, No.6, pp.35-40, 2011.
|
A.P. Lund and T.C. Ralph, "Generation of distributed entangled coherent states over a lossy environment with inefficient detectors", Physical Review A, Vol.88, pp.052335-052342, 2013.
|
V.C. Usnko and F. Grosshans, "Unidimensional continuousvariable quantum key distribution", Physical Review A, Vol.92, No.6, pp.1103-1109, 2015.
|
C.E. Shannon, "A mathematical theory of communication", Bell System Technical Journal, Vol.128, pp.656-663, 1949.
|
A.S. Holevo, "The capacity of quantum channel with general signal states" IEEE Transactions on Information Theory, Vol.44, pp.269-275, 1998.
|
A. Leverrier and P. Grangier, "Continuous-variable quantum key distribution protocols with a non-Gaussian modulation", Physical Review A, Vol.83, No.3, pp.3182-3182, 2011.
|
J. Lodewyck and P. Grangier, "Tight bound on coherent states quantum key distribution with heterodyne detection", Physical Review A, Vol.76, No.2, pp.0222332-0222340, 2007.
|