2007年-2011年吉首大学，应用数学专业（学士）
2011年-2014年云南大学，基础数学专业（硕士）
2014年7月-2015年7月，来凤县第一中学
2015年8月至今，吉首大学工作
208年8月至今，中山大学攻读博士学位（基础数学）
男，吉首大学讲师。主要从事于孤子理论，可积系统，数学物理方程解的动力学行为，符号计算等方面的研究工作。现主要研究Navier-Stokes方程、Boltzmann方程等偏微分方程解的适定性和渐进行为。在国内外优秀期刊Appl. Math. Lett. (1篇),Nonlinear Dyn. (3篇), Phys.Lett.A (1篇)等公开发表学术论文10余篇。
主要学术论文
(1)Tan Wei; Dai Zheng De*;Dynamics of kinky wave for (3 +1)-dimensional potential Yu–Toda–Sasa–Fukuyama equation, Nonlinear Dyn. 2016, 85:817–823.
(2)Tan Wei; Dai Zheng De*; Dai Hou Ping; Dynamical analysis ofLump solution for the (2+1)-dimensional ITO equation, Thermal Science, 2017, 21:1673-1679.
(3)Tan Wei; Dai Zheng De*; Spatiotemporal dynamics of lumpsolution to the (1+1)- dimensional Benjamin-Ono equation, Nonlinear Dynamics, 2017,89: 2723-2728.
(4)Tan Wei; Dai Hou Ping; Dai Zheng De*; Zhong Wen yong;Emergence and space–time structure of lump solution to the (2 +1) -dimensionalgeneralized KP equation, Pramana: 2017, 89(5):77.
(6)Tan Wei*; Dai Zheng De; Xie Jing Li; Qiu De Qiu; Parameterlimit method and its application in the (4+1)-dimensional Fokas equation, Computers & Mathematics with Applications: 2018,75:4214-4220.
(7)Tan Wei; Dai Zheng De*; Xie Jing Li; Hu Ling Li; Emergence andInteraction of the Lump-Type Solution with the (3+1)-D Jimbo-Miwa Equation, Zeitschrift Für Naturforschung A: 2018,73: 43-50.
(8) Dai Hou-Ping ,Tan Wei*, Zheng Zhou-Shun, Spatio-TemporalDynamics and Interaction of Lump Solutions for the (4+1)-D Fokas equation, ThermalScience, 2018, 22: 1823-1830.
(9)Tan Wei*, Dai Zheng De; Yin Zhao Yang; Dynamics ofmulti-breathers, N- solitons and M-lump solutions in the (2+ 1)-dimensional KdVequation, Nonlinear Dynamics, 2019, 96(2): 1605–1614.
(10)Tan Wei*; Liu Jun; Xie Jing Li; Evolution and emergence of newlump and interaction solutions to the (2+ 1)-dimensionalNizhnik-Novikov-Veselov system, Physica Scripta: 2019, 94: 115204.
(11)Tan Wei. Evolution of breathers and interaction betweenhigh-order lump solutions and N-solitons (N→∞) for Breaking Soliton system, Physics Letters A, 2019, 383(32): 125907.
(12)Tan Wei*, Zhang Wen, Zhang Jian; Evolutionary behavior ofbreathers and interaction solutions with M-solitons for (2+ 1)-dimensional KdVsystem, Applied Mathematics Letters, 2020, 101: 106063.
(13)Tan Wei*,Liu Jun; Superposition behaviour between lump solutions and differentforms of N-solitons (N →∞) for the fifth-order Korteweg-de Vries equation; Pramana–-J. Phys. (2020) 94:36.
(14) Dai Hou-Ping,Tan Wei*; Deformationcharacteristics of three-wave solutions and lump N-solitons to the(2+1)-dimensional generalized KdV equation, Eur. Phys. J. Plus. (2020) 135:239.
