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張新紅

（中國石油大學（華東）理學院副教授）

鎖定
張新紅，中國石油大學(華東)理學院副教授，博士，數據科學與統計系碩導。 [1] 
中文名
張新紅
畢業院校
哈爾濱工業大學
學位/學歷
博士
職    業
教師

目錄

  1. 1 研究方向
  2. 2 學習與工作經歷
  1. 3 主講課程
  2. 4 指導研究生
  1. 5 承擔和參與項目
  2. 6 論文

張新紅研究方向

1.隨機生物數學
2.隨機微分方程 [1] 

張新紅學習與工作經歷

1998.9-2002.7，煙台大學，應用數學專業學士；
2004.9-2007.7，中國石油大學（華東），應用數學專業碩士；
2012.3-2014.12，哈爾濱工業大學，數學專業博士；
2002.7-2007.12，中國石油大學，數學與計算科學學院，助教；
2007.12-2015.12，中國石油大學，理學院，講師；
2015.12-至今，中國石油大學，理學院，副教授。 [1] 

張新紅主講課程

1.主講本科生必修課《概率論與數理統計》《線性代數》《應用隨機過程》等課程
2.主講研究生《隨機過程理論》等課程 [1] 

張新紅指導研究生

累計指導碩士研究生4名。 [1] 

張新紅承擔和參與項目

1.近年來，主持的代表性科研項目：
（1）隨機生物數學模型平穩分佈及週期解研究，國家自然科學基金，2019-2021。
（2）具有隨機擾動的種羣系統動力學性質研究，山東省自然科學基金，2014-2017。
（3）隨機生物數學模型若干性質的研究，中央高校基礎研究專項基金，2019-2021。
（4）帶Lévy跳的若干隨機種羣模型的漸近行為，中央高校基礎研究專項基金，2015-2016。
2.近年來，參與的代表性科研項目：
（1）基於細胞—細胞感染的HIV確定性和隨機性動力學模型研究，山東省自然科學基金，2021-2023。
（2）幾類延遲常（偏）微分方程的數值Neimark-Sacker分支問題研究，國家自然科學基金，2015-2017。
(3) 一類具有時滯的HIV潛伏性感染模型的研究, 中央高校基礎研究專項基金，2017-2019。
(4) 基於生物系統模型的常(偏)微分方程的數值分支及控制, 中央高校基礎研究專項基金，2016-2018。 [1] 

張新紅論文

1.第一作者主要論文：
（1）Xinhong Zhang,Qing Yang，Threshold behavior in a stochastic SVIR model with general incidence rates, Applied Mathematics Letters,2021,121.
（2）Xinhong Zhang,Qing Yang, Dynamical behavior of a stochastic predator-prey model with general functional response and nonlinear jump-diffusion , Discrete and continuous dynamical systems B,2021.
（3）Xinhong Zhang, Hao Peng, Dynamics of a stochastic rabies epidemic model with Markovian switching, International Journal of Biomathematics, 2021.
（4）Xinhong Zhang, Daqing Jiang, Impact of environmental noises on the stability of a waterborne pathogen model, Journal of Applied Mathematics and Computing, 2021.
（5）Xinhong Zhang,Hao Peng，Stationary distribution of a stochastic cholera epidemic model with vaccination under regime switching,Applied Mathematics Letters,2020,102.
(6) Xinhong Zhang, Daqing Jiang, Periodic Solutions of a Stochastic Food-Limited Mutualism Model,MethodologyandComputinginAppliedProbability,2020.
(7) Xinhong Zhang, Zhenfeng Shi, Yuanyuan Wang, Dynamics of a stochastic avian–human influenza epidemic model with mutation, Physica A,2019.
(8) Xinhong Zhang, Daqing Jiang, Periodic solution and stationary distribution of stochastic S-DI-A epidemic models,Applicable Analysis,2018.
(9) Xinhong Zhang, Yan Li, Daqing Jiang, Dynamics of a stochastic Holling type II predator–preymodel with hyperbolic mortality, Nonlinear Dynamics, 2017.
(10) Xinhong Zhang, Global dynamics of a stochastic avian–human influenza epidemic model with logistic growth for avian population, Nonlinear Dynamics, 2017.
(11) Xinhong Zhang, Daqing Jiang, Dynamics of a stochastic SIS model with double epidemic diseases driven by Lévy jumps, Physica A,2017.
(12) Xinhong Zhang, Daqing Jiang,Dynamical behavior of a stochastic SVIR epidemic model with vaccination, Physica A,2017.
(13) Xinhong Zhang, Daqing Jiang, Stationary distribution of stochastic SIS epidemic model with vaccination under regime switching. Applied Mathematics Letters, 2016, 59.
(14) Xinhong Zhang, Wenxue Li, Ke Wang,The existence, uniqueness and global exponential stability of periodic solution for a coupled system on networks with time delays. Neurocomputing, 2016, 173.
(15) Xinhong Zhang, Ke Wang, Dingshi Li. Stochastic periodic solutions of stochastic differential equations driven by Levy process. Journal of Mathematical Analysis and Applications, 2015,430.
(16) Xinhong Zhang, Wenxue Li, Ke Wang, Periodic solutions of coupled systems on networks with both time-delay and linear coupling. IMA Journal of Applied Mathematics. 2015, 80.
(17) Xinhong Zhang, Wenxue Li, Ke Wang, The existence and global exponential stability of periodic solution for a neutral coupled system on networks with delays. Applied Mathematics and Computation, 2015,264.
(18) Xinhong Zhang, Wenxue Li, Ke Wang. Dynamics of a stochastic Holling II one-predator two-prey system with jumps. Physica A,2015,421.
(19) Xinhong Zhang, Li Wenxue, Wang Ke. The existence of periodic solutions for coupled systems on networks with time delays.Neurocomputing,2015,152.
(20) Xinhong Zhang, Wang Ke. Asymptotic behavior of non-autonomous stochastic Gilpin–Ayala competition model with jumps. Applicable Analysis,2015, 94(12).
(21) Xinhong Zhang, Wang Ke. Stability analysis of a stochastic Gilpin–Ayala model driven by Lévy noise. Communications in Nonlinear Science and Numerical Simulation, 2014, 19.
(22) Xinhong Zhang, Hu Guixin, Wang Ke. Stochastic Periodic Solutions of Stochastic Periodic Differential Equations. Filomat, 2014, 28(7).
(23) Xinhong Zhang,Wang Ke. Asymptotic behavior of stochastic Gilpin-Ayala mutualism model with jumps. Electronic Journal of Differential Equations, 2013(162).
2.第二作者（通訊作者）主要論文：
(1) Hao Peng, Xinhong Zhang, Daqing Jiang, Dynamics of a stochastic rabies epidemic model with Markovian switching,International Journal of Biomathematics,2021.
(2) Hao Peng, Xinhong Zhang, Daqing Jiang, Modelling a stochastic avian influenza model under regime switching and with human-to-human transmission, International Journal of Biomathematics,2020.
(3) Baoquan Zhou, Xinhong Zhang, Daqing Jiang, Dynamics and density function analysis of a stochastic SVI epidemic model with half saturated incidence rate,Chaos, Solitons and Fractals,2020.
(4) Zhenfeng Shi, Xinhong Zhang, Daqing Jiang,Dynamics of an avian influenza model with half-saturated incidence, Applied Mathematics and Computation ,2019.
(5)Fengrong Zhang, Xinhong Zhang,The threshold of a stochastic avian–human influenza epidemic model with psychological effect, Physica A,2018. [1] 
參考資料