Computer Science ›› 2015, Vol. 42 ›› Issue (7): 57-61.doi: 10.11896/j.issn.1002-137X.2015.07.013
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FAN Fu-you, YANG Guo-wu, ZHANG Yan and YANG Gang
[1] Landauer R.Irreversibility and heat generation in the computing process[J].IBM journal of research and development,1961,5(3):183-191 [2] Feynman R P.Simulating physics with computers[J].International Journal of Theoretical Physics,1982,21(6):467-488 [3] Deutsch D.Quantum theory,the Church-Turing principle andthe universal quantum computer[J].Proceedings of the Royal Society of London,A Mathematical and Physical Sciences,1985,400(1818):97-117 [4] Deutsch D.Quantum computational networks[J].Proceedings of the Royal Society of London.A.Mathematical and Physical Sciences,1989,425(1868):73-90 [5] Muthukrishnan A,Stroud Jr C R.Multivalued logic gates forquantum computation[J].Physical Review A,2000,62(5) [6] Di Y M,Wei H R.Elementary gates for ternary quantum logic circuit[J].arXiv preprint arXiv:1105.5485,2011 [7] Yang G,Song X,Perkowski M,et al.Realizing ternary quantum switching networks without ancilla bits[J].Journal of Physics A:Mathematical and General,2005,38(44):9689-9697 [8] Yang G,Xie F,Song X,et al.Universality of 2-qudit ternary reversible gates[J].Journal of Physics A:Mathematical and Gener-al,2006,39(24):7763-7773 [9] Di Y M,Wei H R.Synthesis of multivalued quantum logic circuits by elementary gates[J].Physical Review A,2013,87(1):1-9 [10] Klimov A B,Guzman R,Retamal J C,et al.Qutrit quantumcomputer with trapped ions[J].Physical Review A,2003,67(6):235-238 [11] Lanyon B P,Barbieri M,Almeida M P,et al.Simplifying quantum logic using higher-dimensional Hilbert spaces[J].Nature Physics,2009,5(2):134-140 [12] Nielsen M A,Chuang I L.Quantum computation and quantuminformation[M].Cambridge University Press,2010:218 |
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