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    【应用数学】卢春——副教授、硕导简介

    发布人:徐国霞    发布时间:2019-09-09   点击:[]

    卢春,男,副教授,硕士生导师,20119月~20147月就读于哈尔滨工业大学数学系,获数学学科博士学位。研究方向:随机微分方程,生物数学和传染病模型的渐近行为。出生日期:1980年。出生地:黑龙江省肇东市。籍贯:山东省烟台市。

    1,项目方面:

    (1)主持山东省自然科学基金面上项目:污染环境中三类随机生态种群模型动力学行为及其数值仿真(ZR2018MA023)12万,2018.3-2021.6.

    (2)主持山东省教育厅高等学校科技计划项目(J16LI09污染环境中几类随机生态种群模型动力学性质的研究5.5万,2016.7-2019.7.

    (3)参加国家自然科学基金脉冲延迟微分方程数值分析、国家社科基金汇率不对称变动,异质性传导与中国对外贸易结构演进研究(16BJL087),山东省自然科学基金非标准差分方法对微分方程系统解的动力性保持(ZR2012AQ027)等多个项目的研究工作。

     

    2,论文方面:

    截止20198月,发表 SCI收录论文20篇,其中16篇是第一作者。近5年,SCI收录论文11篇,其中第一作者10篇,通讯作者1篇。代表论文如下:

     

    [1].Chun Lu, Xiaohua Ding, Dynamical behavior of stochastic delay Lotka–Volterra competitive model with general Lévy jumps,Physica A: Statistical Mechanics and its Applications, 531(2019) Article 121730. (SCI期刊,待收录)

    [2].Chun Lu, Xiaohua Ding, Periodic solutions and stationary distribution for a stochastic predator-prey system with impulsive perturbations,

    Applied Mathematics and Computation,2019,350:313-322. (JCR一区,SCI二区收录,top期刊)

    [3].Chun Lu, Bing Li, et al, Survival analysis of an impulsive stochastic delay logistic model with Lévy jumps, Mathematical Biosciences and Engineering, 2019,16(5):3251-3271. (SCI收录)

    [4]. Chun Lu,Qiang MaAnalysis of a stochastic Lotka-Volterra competitive model with infinite delay and impulsive perturbations, Taiwanese Journal of mathematics. 2017,21(6): 1413-1436.(SCI 收录)

    [5]. Chun Lu,Xiaohua DingPersistence and extinction of a impulsive stochastic logistic model with infinite delayOsaka Journal of Mathematics. 2016,53:1-29. (SCI收录)

    [6]. Chun Lu,Xiaohua DingPersistence and extinction of a stochastic Gilpin-Ayala model with jumps.Mathematical Methods in the Applied Sciences. 2015,38:1200-1211. (SCI收录)

    [7]. Chun Lu,Xiaohua DingPersistence and extinction for stochastic logistic model with Lévy noise and impulsive perturbation,Electronic Journal of Differential Equations,2015,247:2015. (SCI收录)

    [8]. Chun Lu,Xiaohua Ding,Persistence and extinction in general non-autonomous logistic model with delays and stochastic perturbation. Applied Mathematics and Computation. 2014,229:1-15. (JCR一区,SCI二区收录,top期刊)

    [9]. Chun Lu,Xiaohua Ding,Persistence and extinction of a stochastic logistic model with delays and impulsive perturbation. Acta Mathematica Scientia. 2014,341551-1570. (SCI收录)

    [10].Chun LuXiaohua Ding, Persistence and extinction for a stochastic logistic model with infinite delay. Electronic Journal of Differential Equations. 2013,262:1-16. (SCI收录)

    [11].Chun Lu,Xiaohua DingMingzhu LiuThe numerical simulation of periodic solutions for a predator-prey system. Computers & Mathematics with Applications. 2010,59:868-879. (JCR一区,SCI二区收录,top期刊)

    [12]. Chun Lu,Xiaohua DingMingzhu LiuNumerical simulation of periodic solutions for a class of numerical discretization neural networks, Mathematical and Computer Modelling. 2010,52:386-396. (JCR一区,SCI二区收录,top期刊)

    [13].Chun Lu, Periodic Solutions for a Numerical Discretization Neural Network. Discrete Dynamics in Nature and Society. 2010,2010: Article ID 239787. (SCI收录)

    [14].Kaining WuChun Lu, Xiaohua Ding, The numerical simulation of periodic solutions for a neural network. Computers & Mathematics with Applications. 2009,56:2339-2346. (JCR一区,SCI二区收录,top期刊)

    [15].Xiaohua Ding, Chun Lu, Existence of positive periodic solution for ratio-dependent N-species difference system. Applied Mathematical Modelling. 2009,33:2748-2756. (JCR一区,SCI一区收录,top期刊)

    [16].Xiaohua Ding, Chun Lu, Mingzhu Liu, Periodic solutions for a semi-ratiodependent predator–prey system with nonmonotonic functional response and time delay, Nonlinear Analysis: Real World Applications, 2008,9:762-775.( JCR一区,SCI一区收录,top期刊)

     

     

    3,教学方面:

    (1)专利方面:一种高等数学旋转曲面教具(5491725),位次1/6,实用新型专利证书;

    (2)基于数学类竞赛平台建设的大学数学教学内容与教学方法改革的研究2018获山东省第八届高等教育教学成果奖二等奖,位次:5/15.

     

     

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