本科(2001.09-2005.07)，物理学专业， 信阳师范学院硕士(2005.09-2008.07), 理论物理专业，宁波大学博士(2008.09-2013.02), 非线性光学专业，香港大学

2013.04-2013.05：香港大学机械工程系研究助理2013.06-2013.12 香港城市大学深圳研究院光纤传感与通信联合研究中心 研究2013.01 - 至今 南京信息工程大学物理与光电学院物理系 讲师

1.J. H. Li, C. Rogers, K. W. Chow and K. S. Chiang, “Propagation of solitary pulses in optical fibers with both self-steepening and quintic nonlinear effects,”Communications in Theoretical Physics, 61, 735 – 741 (2014).2.J. H. Li,K. S. Chiang and K. W. Chow, “Switching of ultrashort pulses in nonlinear high-birefringence two-core optical fibers,”Optics Communications,318, 11 – 16 (2014).3.J. H. Li,K. S. Chiang and K. W. Chow, “Suppression of pulse splitting in two-core optical fibers with Kerr nonlinearity,”Journal of Optical Society of America B,30, 460 – 467 (2014).4.J. H. Li, K. S. Chiang, B. A. Malomed and K.W. Chow, “Modulation instabilities in birefringent two-core optical fibres,”Journal of Physics B: Atomic, Molecular and Optical Physics,45, 165404 (2012).5.C. Rogers, B. A. Malomed,J. H. Liand K. W. Chow,“Propagating Wave Patterns in a Derivative Nonlinear Schrödinger System with Quintic Nonlinearity,”Journal of Physical Society of Japan,81, 094005 (2012).6.J. H. Li, K. S. Chiang and K. W. Chow, “Modulation instabilities in two-core optical fibers,”Journal of Optical Society of America B, 28, 1693–1701 (2011).7.J. H. Li,S. Y. Lou and K. W. Chow,“Doubly periodic patterns of modulated hydrodynamics waves: exact solutions of the Davey-Stewartson system,”Acta Mechanica Sinica27,620–626 (2011).8.E. G. Fan, K. W. Chow andJ. H. Li, “On Doubly Periodic Standing Wave Solutions of the Coupled Higgs Field Equation,”Studies in Applied Mathematics,128, 86–105 (2011).9.J. H. Liand H. J. Wu, “Novel localized excitations of nonlinear coupled scalar fields,”Communications in Theoretical Physics49, 1365–1372 (2008).10.J. H. Liand S. Y. Lou, “Kac-Moody-Virasoro symmetry algebra of a (2+1) dimensional bilinear system,”Chinese Physics B17, 747–753 (2008).11.M. Jia,J. H. Liand S. Y. Lou, “The bilinear negative Kadomtsev-Petviashvili system and its Kac-Moody-Virasoro symmetry group,”Journal of Physics A: Mathematical and Theoretical41, 275204 (2008).12.J. H. Li, M. Jia and S. Y. Lou, “Kac-Moody-Virasoro symmetry algebra and symmetry reductions of the bilinear sinh-Gordon equation in (2+1)-dimensions,”Journal of Physics A: Mathematical and Theoretical40, 1583–1595 (2007).