出版年代／Publishing year:

 
[41] Wen-Long Yang, and J.L. Chen,
Berry's phase for coherent states of Landau levels,
Physical Review A (2007), accepted.
[40] Zheng-Xin Liu, Xiao-Ting Zhou, Xin Liu, Xiong-Jun Liu, and Jing-Ling Chen,
Topological structures of adiabatic phase for multi-level quantum systems,
Journal of Physics A：Mathematical & General (2007), accepted.
[39] M.G. Hu, and J.L. Chen
Quantum dynamical algebra SU(1,1) in one-dimensional exactly solvable potentials,
International Journal of Theoretical Physics, accepted. (2006).
[38] S.W. Hu , and J.L. Chen
Thermal entanglement for interacting spin-1/2 systems and its quantum criticality,
International Journal of Theoretical Physics (2006), accepted.
[37] J.L. Chen, and Q.L. Wang,
Perfect transfer of entangled states on spin chain,
International Journal of Theoretical Physics (2006), accepted.
[36] D. M. Tong, Jing-Ling Chen, J. Y. Huang ， L. C. Kwek, C. H. Oh,
Kraus representation for density operator of arbitrary open qubit system,
Laser Physics 16, 1512 (2006) . 
[35] J.L. Chen , C.F. Wu , L.C. Kwek , C.H. Oh ， and M.L. Ge,
Violating Bell inequalities maximally for two d-dimensional systems,
Physical Review A 74, 032106 (2006)
[34] Chunfeng Wu, Jing-Ling Chen, L.C. Kwek, and C.H. Oh,
Quantum nonlocality of N-qubit W states,
Physical Review A 73, 012310 (2006).
[33]J.L. Chen , C.F. Wu, L.C. Kwek , D. Kaszlikowski, M. Zukowski, and C.H. Oh ,
Multi-component Bell inequality and its violation for continuous variables systems,
Physical Review A 71 , 032107 (2005)  
[32] C.F. Wu, J.L.Chen, L.C. Kwek , C.H. Oh , and K. Xue,
Continuous multipartite entangled state in the Wigner presentation and violation of Zukowski-Brunker inequality,
Physical Review A 71, 022110 (2005)
[31] Chunfeng Wu, Jing-Ling Chen, L.C. Kwek, and C.H. Oh,
A Bell inequality based on correlation functions for three qubits ，
International Journal of Quantum Information 3, 53-59 (2005).  
[30] C.F. Wu, J.L.Chen, D.M. Tong, L.C. Kwek , and C.H. Oh , “
Quantum nonlocality of Heisenberg XX model with Site-dependent Coupling Strength ,
Journal of Physics A: Mathematical & General , 37, 11475 (2004) .
[29] J.L. Chen , C.F. Wu , L.C. Kwek , and C.H. Oh ,
Gisin's Theorem for Three Qubits,
Physical Review Letters 93, 140407 (2004). . 
[28] A. Acín , J.L. Chen , N. Gisin , D. Kaszlikowski , L.C. Kwek , C.H. Oh , and M. Zukowski ,
Coincidence Bell Inequality for Three Three-Dimensional Systems ,
Physical Review Letters 92 , 250404 (2004)  
[27] L.B. Fu and J.L. Chen , “
Geometric Phases for Mixed States during Cyclic Evolutions,
Journal of Physics A 37, 3699 (2004)
[26] Thomas Durt , Dagomir Kaszlikowski , Jing-Ling Chen , and L. C. Kwek ,
Security of quantum key distributions with entangled qudits ,
Physical Review A 69 , 032313 (2004)  . 
[25] D.M. Tong , L.C. Kwek , C.H. Oh , J.L. Chen , and L. Ma , “
Operator-sum representation of time-dependent density operators and its applications,
Physical Review A 69, 054102 (2004)    
[24]L.B. Fu , J.L. Chen , and S.G. Chen,
Maximal violation of Clauser-Horne-Shimony-Holt inequality for four-level systems,
Physical Review A 69, 034305 (2004). . 
[23] L.B. Fu , J.L. Chen , and X.G. Zhao,
Maximal violation of Clauser-Horne-Shimony-Holt inequality for two qutrits,
Physical Review A 68, 022323 (2003).
[22] D.M. Tong , J.L. Chen , L.C. Kwek , C.H. Lai , and C.H. Oh , “
General formalism of Hamiltonians for realizing a prescribed evolution of a qubit,
Physical Review A 68, 062307 (2003).  
[21] D.M. Tong, J.L. Chen, and J.F. Du, “
Geometric phase for mixed states,
Chinese Physics Letters 20, 793-795 (2003).
[20] K. Singh, D.M. Tong, K. Basu, J.L. Chen, J.F. Du,
Geometric phases for nondegenerate and degenerate mixed states”,
Physical Review A 67 , 032106 (2003).
[19] J.L. Chen, L.C. Kwek and C.H. Oh,
Quartic anharmonic oscillator and non-Hermiticity,
Physical Review A 67 , 012101 (2003).
[18]] J.L. Chen, D. Kaszlikowski, L.C. Kwek and C.H. Oh,
Searching a database under decoherence,
Physics Letters A 306, 296-305 (2003).
[17] J.L. Chen, D. Kaszlikowski, L.C. Kwek and C.H. Oh,
Wringing out new Bell inequality for three-dimesional systems (qutrits),
Modern Physics Letters A 17 , 2231-2237 (2002).
[16]D. Kaszlikowski, L.C. Kwek, J.L. Chen and C.H. Oh,
Multiparticle bound entanglement and three-setting Bell inequalities,
Physical Review A 66 , 052309 (2002).
[15]J.L. Chen, L. Fu, A.A. Ungar and X.G. Zhao,
Alternative fidelity measure between two states of an N-state quantum system,
Physical Review A 65 , 054304 (2002) .
[14] J.L. Chen, L.C. Kwek and C.H. Oh,
Noisy quantum game,
Physical Review A 65 , 052320 (2002).
[13] J.L. Chen, L. Fu, A.A. Ungar and X.G. Zhao,
Degree of entanglement of two qubits,
Physical Review A 65 , 044303 (2002).
[12] D. Kaszlikowski, L.C. Kwek, J.L. Chen, M. Zukowski and C.H. Oh,
Clauser-Horne inequality for three-state systems,
Physical Review A 65 , 032118 (2002). 
[11] J.L. Chen, L. Fu, A.A. Ungar and X.G. Zhao,
Geometric observation for Bures fidelity between two states of a qubit,
Physical Review A 65 , 024303 (2002).
[10] H. Jing, J.L. Chen and M.L. Ge,
Squeezing effects of an atom laser: Beyond the linear model,
Physical Review A 65 , 015601 (2002).
[9] J.L. Chen and A.A. Ungar,
The Bloch gyrovector,
Foundations of Physics 32 , 531-565 (2002).
[8] J.L. Chen and A.A. Ungar,
Introducing the Einstein metric into quantum computation and quantum information geometry,
Foundtaions of Physics Letters 15 , 189-197 (2002).
[7] B.H. Xie, H.B. Zhang and J.L. Chen,
BCS ground state and XXZ antiferromagnetic model as SU(2), SU(1,1) coherent states: An algebraic diagonalization method,
Communication in Theoretical Physics 38 , 292-296 (2002)
[6] J.L. Chen, D. Kaszlikwoski, L.C. Kwek, C.H. Oh and M. Zukowski,
Entangled three-state systems violate local realism more strongly than qubits: An analytic proof,
Physical Review A 64 , 052109 (2001).
[5] J.L. Chen, L.C. Kwek, C.H. Oh and Y. Liu,
Solving the anharmonic oscillator problem with the SU(2) group,
Journal of Physics A 34 , 8889-8899 (2001).
[4] H. Jing, J.L. Chen and M.L. Ge,
Quantum dynamical theory for squeezing an output of a Bose-Einstein condensate,
Physical Review A 63 , 015601 (2001).
[3]H. Jing, B.H. Xie and J.L. Chen,
Thermo-field dynamics of the Casimir effect and its quantum deformation,
Chinese Physics Letters 18 , 740-742 (2001).
[2] H. Jing, J.L. Chen and M.L. Ge,
Nonclassical effects in the MIT output coupler for the Einstein condensate,
Physics Letters A 280 , 261-264 (2001).
[1] J.L. Chen and A.A. Ungar,
From the group SL(2,C) to gyrogroups and gyrovector spaces and hyperbolic geometry,
Foundations of Physics 31 , 1611-1639 (2001).