[1] Kak S. On quantum neural computing[J]. Advances in Imaging and Electron Physics , 1995, 94(3-4): 259-313.
[2] Shariv I, Friesem A A. All-optical neural network with inhibitory neurons[J]. Optics Letters , 1989, 14(10): 485-487.
[3] Li Weigang. Entangled neural networks. Quantum neutal computing study[OL]. http:// www.cic. Ubn.br / weigang /qc/, 1999.
[4] Li Panchi, Hong Xiao. Model and algorithm of quantum-inspired neural network with sequence input based on controlled rotation gates[J]. Applied Intelligence , 2014, 40(1): 107-126.
[5] Shafee F. Neural networks with quantum gated nodes[J]. Engineering Applications of Artificial Intelligence , 2007, 20(4): 429-437.
[6] Huang Chunhui, Wu Bichun. High fidelity quantum teleportation assistance with quantum neural network[J]. Modern Physics Letters B , 2014, 28(24): 7428-7435.
[7] Zhou Rigui. Quantum gate network based on adiabatic theorem[C]. International Conference on Natural Computation IEEE , 2008: 510-514.
[8] Ralph T C, Milburn G J, Munro W J. Quantum computation with optical coherent states[J]. Physical Review A , 2003, 68(4): 042319.
[9] Ralph T C, Munro W J, Milburn G J. Quantum computation based on linear optics[J]. Proceedings of SPIE-The International Society for Optical Engineering , 2002, 4917(1): 1-12.
[10] Oliveira M S R, Vasconcelos H M, Silva J B R. A probabilistic CNOT gate for coherent state qubits[J]. Physics Letters A , 2013, 377(39): 2821-2825.
[11] Silva J B R, Ramos R V. Implementations of quantum and classical gates with linear optical devices and photon number quantum non-demolition measurement for polarization encoded qubits[J]. Physics Letters A , 2006, 359(6): 592-596.
[12] Pittman T B, Jacobs B C, et al . Probabilistic quantum logic operations using polarizing beam splitters[J]. Physical Review A , 2001, 64(6): 062311.
[14] Behrman E C, Steck J E, Kumar P, et al . Quantum algorithm design using dynamic learning[J]. Quantum Information and Computation , 2008, 8(1): 12-29.
