人物經歷
1990年9月至1994年7月南開大學物理系，獲理學學士學位；
1994年9月至1997年7月南開大學物理系理論物理專業，獲理學碩士學位；
1997年9月至2000年7月南開數學研究所理論物理專業，獲理學博士學位；
2000年7月至2002年3月北京套用物理與計算數學研究所，博士後；
2000年11月至2001年4月新加坡國立大學物理系，訪問學者；
2002年4月至2003年7月新加坡國立大學物理系，訪問學者；
2003年8月至2005年7月新加坡國立大學物理系，新加坡新世紀學者；
2005年8月至今 南開數學研究所，教授。
研究方向
理論物理。
主要貢獻
主要成就
陳景靈教授在量子糾纏和貝爾不等式等量子物理領域進行了較系統的研究，在國際著名的檢索系統《SCI》收錄的刊物上發表了60多篇論文，其中2篇發表在國際著名的物理學刊物《Physical Review Letters》（影響因子超過7）上，27篇發表（或已錄用）在《Physical Review A/E》上（包括一篇Rapid Communication）。2006年度入選國家教育部“新世紀優秀人才支持計畫”。 承擔了留學歸國人員科研基金、國家自然科學基金等研究項目。
研究成果
[1] 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)
[2] 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)
[3] 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).
[4] 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).
[5] A. Acin, 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)
[6] L.B. Fu and J.L. Chen, “Geometric Phases for Mixed States during Cyclic Evolutions”, Journal of Physics A 37, 3699 (2004)
[7] 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)
[8] 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)
[9] 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).
[10] 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).
[11] 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).
[12] 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).
[13] J.L. Chen, L.C. Kwek and C.H. Oh, “Quartic anharmonic oscillator and non-Hermiticity”, Physical Review A 67, 012101 (2003).
[14] J.L. Chen, D. Kaszlikowski, L.C. Kwek and C.H. Oh, “Searching a database under decoherence”, Physics Letters A 306, 296-305 (2003).
[15] 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).
[17] 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).
[18] J.L. Chen, L.C. Kwek and C.H. Oh, “Noisy quantum game”, Physical Review A 65, 052320 (2002).
[19] J.L. Chen, L. Fu, A.A. Ungar and X.G. Zhao, “Degree of entanglement of two qubits”, Physical Review A 65, 044303 (2002).
[20] 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).
[21] 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).
[22] 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).
[23] J.L. Chen and A.A. Ungar, “The Bloch gyrovector”, Foundations of Physics 32, 531-565 (2002).
[24] 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).
[25] 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).
[26] 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).
[27] 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).
[28] 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).
[29] 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).
[30] J.L. Chen, H. Jing, X.H. Wang, H.B. Zhang and X.G. Zhao, “Kustaanheimo-Stiefel transformation of monopolar hydrogen atom into four-dimensional oscillator”, International Journal of Theoretical Physics 39, 2021-2028 (2000).
[31] J.L. Chen, H.B. Zhang, X.H. Wang, H. Jing and X.G. Zhao, “Raising and lowering operators of a two-dimensional hydrogen atom by an ansatz method”, International Journal of Theoretical Physics 39, 2043-2050 (2000).
[32] J.L. Chen, M.L. Ge and K. Xue, “Possible experimental measure theory for the XXX-Heisenberg chain”, Physical Review E 60, 1486-1493 (1999).
[33] J.L. Chen, M.L. Ge, X.Q. Li and Y. Liu, “A possible hidden symmetry and geometrical source of the phase in the CKM matrix”, European Physical Journal C 9, 437-441 (1999).
[34] J.L. Chen, M.L. Ge and K. Xue, “The monopole-hydrogen atom system and its connection with a four-dimensional harmonic oscillator”, Journal of Physics A 32, 945-953 (1999).
[35] J.L. Chen, Y. Liu and M.L. Ge, “Application of nonlinear deformation algebra to a physical system with Poschl-Teller potential”, Journal of Physics A 31, 6473-6481 (1998).
[36] Y. Liu, J.L. Chen, W.S. Dai and M.L. Ge, “Constraint on EHNS parameters from solar neutrino problem”, Journal of Physics G 24, 2289-2296 (1998).
[37] J.L. Chen and M.L. Ge, “On the Wigner angle and its relation with the defect of triangle in hyperbolic geometry”, Journal of Geometry and Physics 25, 341-345 (1998).
[38] J.F. Lu and J.L. Chen, “Lax pair and Lie algebraic structures of heterotic Liouville systems by the prolongation approach”, Physics Letters A 213, 32-34 (1996).
