李文學，中國人，漢族，是哈爾濱工業大學（威海）副教授。
基本介紹
- 中文名：李文學
- 國籍：中國
- 民族：漢族
- 職業：博導
- 畢業院校：哈爾濱工業大學
- 性別：男
學習簡歷,工作,專業特長,教學活動,科研項目,主要學術論文,獲獎情況,
學習簡歷
2000.9—2004.7 哈爾濱理工大學，信息與計算科學，獲學士學位
2004.9—2006.7 哈爾濱工業大學（威海），計算數學，獲碩士學位
2006.9—2009.6 哈爾濱工業大學，基礎數學，獲理學博士學位
2013.4— 哈爾濱工業大學，電氣工程，博士後
工作
2009年7月-2012年8月，哈爾濱工業大學（威海）， 講師
2012年9月至今 哈爾濱工業大學（威海）， 副教授
2012年評為碩士生導師
2015年評為博士生導師
專業特長
微分方程穩定性理論，隨機微分方程，動力系統理論，耦合系統
現感興趣的問題：時變耦合系統，多擴散耦合系統，平衡狀態的穩定性，周期解存在性，周期解全局吸引性，生態系統的全局性質，電力系統穩定性控制，微網系統
教學活動
工科數學分析（本科）
隨機微分方程（研究生）
現代分析學基礎（本科）
複變函數（本科）
創新研修課：理學類學術論文撰寫入門
科研項目
Ø 主持項目
1.國家自然科學基金天元基金
項目批准號：11126219
項目來源：國家自然科學基金委
項目名稱：幾類隨機混合系統的穩定性及套用
起止年月：2012.01-2012.12
2.國家自然科學基金青年基金
項目批准號：11301112
項目來源：國家自然科學基金委
項目名稱：隨機時滯耦合控制系統的數學建模與動力學性質分析
起止年月：2014.01-2016.12
3.山東省自然科學基金青年基金
項目批准號：ZR2013AQ003
項目來源：山東省科技廳
項目名稱：基於圖論的兩類隨機生態系統的動力學行為及其數值仿真
起止年月：2013.10-2016.10
4.博士後基金面上項目二等
項目批准號：2013M541352
項目來源：中國博士後基金委
項目名稱：基於圖論的隨機耦合控制數學建模與穩定性分析
起止年月：2013.07-2014.07
5.博士後特別資助基金
項目批准號：2014T70313
項目來源：中國博士後基金委
項目名稱：基於多圖理論研究多擴散隨機耦合系統的全局動力學性質
起止年月：2014.06-2015.05
6.哈工大理工醫結合基礎研究計畫
項目批准號：HIT.IBRSEM.A.2014014
項目來源：哈爾濱工業大學
項目名稱：隨機擾動技術性能的雙饋風力發電系統能量成型控制方法研究
起止年月：2014.05-2016.05
7. 威海市大學共建項目
項目來源：威海市
項目名稱：微網孤島運行時的穩定性與同步性控制策略研究
起止年月：2015.10-2017.10
8.哈工大創新基金
項目批准號：HIT.NSRIF.201016
項目來源：哈爾濱工業大學
項目名稱：隨機微分方程的穩定性及在網路上的套用
起止年月：2011.01-2012.12
Ø 參加項目
1.國家自然科學基金面上項目(排序3)
項目批准號：11171081
項目來源：國家自然科學基金委
項目名稱：隨機生物種群模型若干性質的研究
起止年月：2012.01-2015.12
2.國家自然科學基金面上項目(排序5)
項目批准號：11171056
項目來源：國家自然科學基金委
項目名稱：混合隨機系統的動力學行為
起止年月：2012.01-2015.12
3.山東省自然科學基金青年項目(排序3)
項目批准號：ZR2010AQ021
項目來源：山東省科技廳
項目名稱：數值方法對泛函微分方程的分支保持性
起止年月：2010.11-2014.8
4. 山東省優秀中青年科學家科研獎勵基金(排序2)
項目批准號：2014BSA10007
項目來源：山東省科技廳
項目名稱：基於切換Hamilton 系統理論的雙饋風電低電壓穿越控制策略研究
起止年月：2014.11-2016.11
主要學術論文
已接收待發表的論文
[1] Wenxue Li*, Shuang Liu, Dianguo Xu, The existence of periodic solutions for coupled pantographRayleigh system, Mathematical Methods in the Applied Sciences, DOI: 10.1002/mma.3556.
[2] Huihui Song, Ningning Xu, Yanbin Qu, Wenxue Li*, Weighted input to state stability for delay coupled systems on networks, Applied Mathematical Modelling, DOI:10.1016/j.apm.2016.02.001.
[3] Chunmei Zhang, Wenxue Li, Ke Wang, Exponential synchronization of stochastic coupled oscillators networks with delays,Applicable Analysis: An International Journal, Doi: 10.1080/00036811.2016.1178240.
2016年發表論文
[4] Huihui Song, Dongdong Chen, Wenxue Li,Yanbin Qu*,Graph- theoretic approach to exponentialsynchronization of stochastic reaction-diffusion Cohen-Grossberg neural networks with time- varyingdelays, Neurocomputing, 177 (2016) 179-187.
[5] 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, 173 (2016)971-978.
2015年發表論文
[6] Wenxue Li, Shihua Wang, Huan Su*, Ke Wang, Global exponential stability for stochastic networks of coupled oscillators with variable delay, Communications in Nonlinear Science and Numerical Simulation, 22 (2015) 877-888.
[7] Chunmei Zhang,Wenxue Li*, Ke Wang, Graph theory-based approach for stability analysis of stochastic coupled systems with Lévy noise on networks,IEEE Transactions on Neural Networksand Learning Systems, 26 (2015) 1689-1709.
[8] Tao Jin*,Wenxue Li,Junyan Feng,Outer synchronization of stochasticcomplex networks with time-varying delay,Advances in Difference Equations,(2015) 359.
[9] Rui Wang, Wenxue Li, Xiaoyu Li*, The almost sure stability of coupled system of stochastic delay differential equations on networks, Advances in Difference Equations, (2015) 133.
[10] 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 , 264 (2015) 208-217.
[11]Wenxue Li*, Tianrui Chen, Dianguo Xu, Ke Wang, Synchronization of delayed coupled reaction- diffusion systems on networks, Mathematical Methods in the Applied Sciences, 38 (2015) 2216- 2228.
[12]Wenxue Li*, Xiaoqing Zhang，Chunmei Zhang，Exponential stability of delayed multi-group modelwith reaction-diffusion and multiple dispersal based on Razumikhin technique and graph theory, Communications in Nonlinear Science and Numerical Simulation, 27 (2015) 237–253.
[13] Wenxue Li*, Xiaoqing Zhang，Chunmei Zhang, A new method for exponential stability of coupled reaction-diffusion systems with mixed delays: Combining Razumikhin method with graph theory, Journal of the Franklin Institute, 352 (2015)1169-1191.
[14] Xinhong Zhang, Wenxue Li*, Meng Liu, Ke Wang, Dynamics of a stochastic Holling II one-predatortwo-prey system with jumps, Physica A, 421 (2015) 571-582.
[15] Xinhong Zhang, Wenxue Li*, Ke Wang，The existence of periodic solutions for coupled systems onnetworks with time delays，Neurocomputing, 152,287-293(2015).
[16] Chunmei Zhang, Wenxue Li*, Ke Wang, Graph-theoretic approach to stability of multi-group modelswith dispersal,Discrete and Continuous Dynamical Systems Series B, 20 (2015) 259-280.
[17] Chunmei Zhang, Wenxue Li*, Ke Wang, Graph-theoretic method on exponential synchronization ofstochastic coupled networks with Markovian switching, Nonlinear Analysis: Hybrid Systems 15 (2015) 37-1551.
2014年發表論文
[18]Wenxue Li*, Hongwei Yang, Liang Wen, Ke Wang, Global exponential stability for coupled retardedsystems on networks: A graph theoretic approach, Communications in Nonlinear Science and Numerical Simulation, 19 (2014) 1651-1660.
[19]Wenxue Li, Xiaohui Qi*, Meng Pan, Ke Wang, Razumikhin-type theorems on exponential stability ofstochastic functional differential equations on networks, Neurocomputing, 131 (2014) 278-285.
[20]Wenxue Li*, Hongwei Yang, Junyan Feng, Ke Wang, Global exponential stability for coupled systems of neutral delay differential equations, Electronic Journal of Qualitative Theory of DifferentialEquations,36 (2014) 1-15.
[21]Wenxue Li*, Tianrui Chen, Ke Wang, Exponential stability of coupled systems on networks with mixed delays and reaction-diffusion terms,Abstract and Applied Analysis, (2014) 780387.
[22]Wenxue Li*, Ruihua Wu, Ke Wang, Existence and uniqueness of m-solutions for backward stochastic Volterra integral equations, Electronic Journal of Differential Equations, 178 (2014) 1-16.
[23] Chunmei Zhang, Wenxue Li*, Huan Su, Ke Wang, Asymptotic boundedness for stochastic coupledsystems on networks with Markovian switching, Neurocomputing, 136 (2014) 180-189.
[24] Chunmei Zhang, Wenxue Li*, Ke Wang, A graph-theoretic approach to stability of neutral stochasticcoupled oscillators network with time-varying delayed coupling,Mathematical Methods in the Sciences, 37 (2014) 1179-1190.
2013年發表論文
[25]Wenxue Li, Huihui Song, Yanbin Qu*, Ke Wang, Global exponential stability for stochastic coupledsystems on networks with Markovian switching, Systems & Control Letters, 62 (2013) 468-474.
[26] Chunmei Zhang, Wenxue Li*, Ke Wang, Stability and boundedness of stochastic Volterra integro-differential equations with infinite delay,Journal of Applied Mathematics, (2013) 320832.
[27] Huan Su*, Wenxue Li,Xiaohua Ding, Preservation of Hopf bifurcation for neutral delay-differentialequations by θ-methods,Journal of Computational and Applied Mathematics, 248 (2013) 76-87.
[28] Chunmei Zhang, Wenxue Li*, Huan Su, Ke Wang, A graph-theoretic approach to boundedness ofstochastic Cohen–Grossberg neural networks with Markovian switching, Applied Mathematics andComputation, 219 (2013) 9165-9173.
[29] Chunmei Zhang, Wenxue Li*, Ke Wang, Boundedness for network of stochastic coupled van der Pol oscillators with time-varying delayed coupling, Applied Mathematical Modelling, 37 (2013) 5394-5402.
[30] Meng Liu*, Wenxue Li, Ke Wang, Persistence and extinction of a stochastic delay Logistic equationunder regime switching, Applied Mathematics Letters, 26 (2013) 140-144.
[31] Xiaoling Zou*, Wenxue Li, Ke Wang, Ergodic method on optimal harvesting for a stochastic Gompertz-type diffusion process, Applied Mathematics Letters, 26 (2013) 170-174.
[32] Huan Su*, Wenxue Li, Xiaohua Ding, Numerical dynamics of a nonstandard finite difference methodfor a class of delay differential equations, Journal of Mathematical Analysis and Applications, 400 (2013) 25-34.
[33] Chunmei Zhang,Wenxue Li*, Ke Wang, Stability and Boundedness of Stochastic Volterra Integrodifferential Equations with Infinite Delay, Journal of Applied Mathematics, (2013) 320832.
2012年發表論文
[34]Wenxue Li, Huan Su*, Dagang Wei, Ke Wang, Global stability of coupled nonlinear systems with Markovian switching,Communications in Nonlinear Science and Numerical Simulation, 17 (2012)2609-2616.
[35]Wenxue Li, Lisha Pang, Huan Su*, Ke Wang, Global stability for discrete Cohen -Grossberg neuralnetworks with finite and infinite delays, Applied Mathematics Letters, 25 (2012) 2246-2251.
[36]Wenxue Li*, Meng Liu, Ke Wang, A Generalization of Ito Formula and the Stability of Stochastic Volterra Integral Equations，Journal of Applied Mathematics, (2012) 292740.
[37] Huan Su, Wenxue Li*, Ke Wang, Global stability analysis of discrete-time coupled systems on networks and its applications, Chaos, 22 (2012) 033135.
2011年發表論文
[38]Wenxue Li*, Huan Su, Ke Wang, Global stability analysis for stochastic coupled systems on networks, Automatica, 47 (2011) 215-220.
[39]Wenxue Li*, Ke Wang, Huan Su, Optimal harvesting policy for stochastic Logistic population model,Applied Mathematics and Computation, 218 (2011) 157-162.
[40] Huan Su*, Wenxue Li, Ke Wang, and Xiaohua Ding, Stability analysis for stochastic neural networkwith infinite delay, Neurocomputing, 74 (2011) 1535-1540.
[41] Huan Su*, Xiaohua Ding, Wenxue Li, Numerical bifurcation control of Mackey-Glass system, Applied Mathematical Modelling, 35 (2011) 3460-3472.
2011年之前發表論文
[42]Wenxue Li*, Ke Wang, Optimal harvesting policy for general stochastic Logistic population model,Journal of Mathematical Analysis and Applications, 368 (2010) 420-428.
[43] Xiaohua Ding*, Wenxue Li, Local Hopf bifurcation and global existence of periodic solutions in a kind of physiological system, Nonlinear Analysis-Real World Applications, 8 (2007) 1459-1471.
[44] Xiaohua Ding*, Wenxue Li, Stability and bifurcation of numerical discretization Nicholson blowflies equation with delay,Discrete Dynamics in Nature and Society, 19413 (2006) 1-12.
指導學生
指導碩士生
2012級：豐俊妍，已畢業
Wenxue Li, Hongwei Yang, Junyan Feng, and Ke Wang, Global exponential stability for coupled systems of neutral delay differential equations, Electronic Journal of Qualitative Theory of DifferentialEquations,36 (2014) 1-15.
Tao Jin, Wenxue Li, Junyan Feng, Outer synchronization of stochasticcomplex networks with time-varying delay, Advances in Difference Equations, (2015) 359.
2013級：張曉晴， 已畢業
Wenxue Li, Xiaoqing Zhang, Ke Wang，A new method for exponential stability of coupled reaction-diffusion systems with mixed delays: Combining Razumikhin method with graph theory, Journal of the Franklin Institute,352 (2015) 1169-1191.
Wenxue Li, Xiaoqing Zhang, Chunmei Zhang，Exponential stability of delayed multi-group model with reaction-diffusion and multiple dispersal based on Razumikhin technique and graph theory,Communications in Nonlinear Science and Numerical Simulation, 27 (2015) 237-253.
2014級：劉艷， 在讀
2015級：武永寶， 在讀
協助指導博士生
2011級：張春梅，已畢業
Chunmei Zhang, Wenxue Li, Ke Wang, Graph theory-based approach for stability analysis of stochastic coupled systems with Lévy noise on networks, IEEE Transactions on Neural Networks and Learning Systems, 26 (2015) 1698-1709.
Chunmei Zhang, Wenxue Li, Ke Wang, Graph-theoretic method on
exponential synchronization of stochastic coupled networks with Markovian switching, Nonlinear Analysis: Hybrid Systems, 15 (2015) 37-51.
Chunmei Zhang, Wenxue Li, Ke Wang, Graph-theoretic approach to
stability of multi-group models with dispersal, Discrete and Continuous
Dynamical Systems-Series B, 20 (2015) 259-280.
Chunmei Zhang, Wenxue Li, Huan Su, Ke Wang, Asymptotic boundedness for stochastic coupledsystems on networks with Markovian
Switching, Neurocomputing, 136 (2014) 180-189.
Chunmei Zhang, Wenxue Li, Ke Wang, A graph-theoretic approach to stability of neutral stochasticcoupled oscillators network with time-varying delayed coupling, Mathematical Methods in the Applied
Sciences, 37(2014) 1179-1190.
Chunmei Zhang, Wenxue Li, Huan Su, Ke Wang, A graph-theoretic
approach to boundedness of stochastic Cohen–Grossberg neural networks with Markovian switching, Applied Mathematics and
Computation, 219 (2013) 9165-9173.
Chunmei Zhang, Wenxue Li, Ke Wang, Boundedness for network of
stochastic coupled van der Pol oscillators with time-varying delayed
coupling, Applied Mathematical Modelling, 37 (2013) 5394-5402.
Chunmei Zhang, Wenxue Li, Ke Wang, Stability and boundedness of stochastic Volterra integro differential equations with infinite delay, Journal of Applied Mathematics, 2013 (2013) 1-9
Chunmei Zhang, Wenxue Li, Ke Wang, Exponential synchronization of stochastic coupled oscillatorsnetworks with delays, Applicable Analysis, Accepted
2012級：張新紅，吳瑞華，已畢業
Wenxue Li, Ruihua Wu, Ke Wang, Existence and uniqueness of m-solutions for backward stochastic Volterra integral equations,Electronic Journal of Differential Equations, 178 (2014) 1-16.
Xinhong Zhang, Wenxue Li, Ke Wang+, The existence of periodic solutions for coupled systems on networks with time delays,Neurocomputing, 152 (2015) 287-293.
Xinhong Zhang, Wenxue Li, Ke Wang+, Dynamics of a stochastic Holling II one-predator two-prey system with jumps, Physica A,421 (2015）571-582.
Xinhong Zhang, Wenxue Li, Wang Ke, The existence and global exponential stability of periodicsolution for a neutral coupled system on networks with delays, Applied Mathematics and Computation, 264 (2015) 208-217.
Xinhong Zhang, Wenxue Li, Wang Ke, Periodic solutions of coupled systems on networks with both time-delay and linear coupling, IMA Journal of Applied Mathematics, 80 (2015) 1871-1889.
Xinhong Zhang, Wenxue Li, Wang Ke , The existence, uniqueness and global exponential stability of periodic solution for a coupled system on networks with time delays, Neurocomputing, 173(2016)971- 978.
2013級：郭英，在讀
郭英, 李文學, 王克, 隨機Volterra積分方程相容解的穩定性, 套用數學學報, 43 (2011) 331-340.
郭英, 李文學, 王克, 一般類型隨機Volterra積分方程解的存在唯一性, 黑龍江大學自然科學學報, 26 (2009) 201-210.
Ying Guo, Huan Su, Xiaohua Ding , Ke Wang，Global stochastic stability analysis for stochastic neural networks with infinite delay and Markovian switching, Applied Mathematics and Computation, 245 (2014) 53-65.
Ying Guo, Shuang Liu, Xiaohua Ding, The existence of periodic solutions for coupled Rayleigh system, Neurocomputing,DOI：10.1016/j.neucom.2016.01.039, 2016
Ying Guo, Yingjian Li, Xiaohua Ding, Global exponential stability of multi-group models with multipledispersal and stochastic perturbation based on graph-theoretic approach. Filomat . Accepted
協助指導碩士生
魏大港（指導教師-王克，已畢業）
Wenxue Li, Huan Su,Dagang Wei, Ke Wang, Global stability of coupled nonlinear systems with Markovian switching, Communications in Nonlinear Science and Numerical Simulation, 17 (2012) 2609-2616.
鐘金金（指導教師-王克，已畢業）
鐘金金, 李文學, 王克, 狹義隨機Volterra積分方程解的p階矩估值, 黑龍江大學自然科學學報, 28 (2011)175-180.
鐘金金, 李文學, 王克, 張春梅, 用多個Lyapunov函式證明隨機Volterra積分方程的漸近穩定性, 37 (2014) 59- 68.
龐麗莎（指導教師-王克，已畢業）
Wenxue Li, Lisha Pang, Huan Su, Ke Wang, Global stability for discrete Cohen-Grossberg neuralnetworks with finite and infinite delays, Applied Mathematics Letters, 25 (2012) 2246-2251.
李文學, 龐麗莎, 王克, 離散時間斑塊單種群模型的穩定性分析, 生物數學學報, 28 (2013) 1-6.
潘蒙（指導教師-王克，已畢業）
Wenxue Li, Xiaohui Qi, Meng Pan, Ke Wang, Razumikhin-type theorems on exponential stability of stochastic functional differential equations on networks, Neurocomputing, 131 (2014) 278-285.
陳天睿（指導教師-王克，已畢業）
Wenxue Li, Tianrui Chen, Ke Wang, Synchronization of delayed coupled reaction-diffusion systems on networks, Mathematical Methods in the Applied Sciences, 38 (2015) 2216-2228
Wenxue Li, Tianrui Chen, Ke Wang, Exponential stability of coupled systems on networks with mixeddelays and reaction-diffusion terms, Abstract and Applied Analysis, 780387 (2014).
指導本科生（科技立項）
2009級：王世花，黃月，許寧寧
畢業去向：王世花：中國科技大學讀研；黃月：東北師範大學讀研
許寧寧：東北師範大學讀研
發表論文情況：
Wenxue Li, Shihua Wang, Huan Su, and Ke Wang, Global exponential stability for stochastic networks of coupled oscillators with variable delay, Communications in Nonlinear Science and NumericalSimulation, 22 (2015) 877-888 .
Huihui Song, Ningning Xu, Yanbin Qu, Wenxue Li, Weighted input to state stability for delay coupled systems on networks, Applied Mathematical Modelling, DOI:10.1016/j.apm.2016.02.001
2010級：楊宏偉，文亮，周佩佩，林雪萍
畢業去向：楊宏偉：中國科技大學讀研；林雪萍：東北師範大學讀研
發表論文情況：
Wenxue Li, Hongwei Yang, Liang Wen, Ke Wang, Global exponential stability for coupled retardedsystems on networks: A graph theoretic approach, Communications in Nonlinear Science andNumerical Simulation, 19 (2014) 1651-1660.
Wenxue Li, Hongwei Yang, Junyan Feng, and Ke Wang, Global exponential stability for coupled systems of neutral delay differential equations, Electronic Journal of Qualitative Theory of Differential Equations,36 (2014) 1-15.
Xiaoling Zou, Wenxue Li, Ke Wang,Hongwei Yang, Asymptotic behavior of a AIDS model with stochastic transmission, Journal of Biomathmatics, 28 (2013) 1-7.
李文學, 周佩佩,林雪萍, 王克, 隨機微分方程穩定性性的充分條件, 黑龍江大學自然科學學報, 29 (2012) 1- 5.
2011級：欒曉佳，許政，鄭起彪
畢業去向：欒曉佳：中國科技大學讀研；許政：哈爾濱工業大學讀研
鄭起彪：哈爾濱工業大學（威海）讀研
2012級：劉爽，許嘉誠，段麗閣，李英建，王鵬飛
畢業去向：劉爽：中國人民大學讀研；許嘉誠：上海交通大學讀研
段麗閣：愛丁堡大學讀研；李英建：哈爾濱工業大學讀研
王鵬飛：哈爾濱工業大學（威海）讀研
發表論文情況：
Wenxue Li, Shuang Liu, Dianguo Xu, The existence of periodic solutions for coupled pantograph Rayleigh system, Mathematical Methods in the Applied Sciences，DOI: 10.1002/mma.3556
Ying Guo, Shuang Liu, Xiaohua Ding, The existence of periodic solutions for coupled Rayleigh system, Neurocomputing, DOI: 10.1016/j.neucom.2016.01.039, 2016
Xiaoling Zou, Jiacheng Xu, Input-to-state stability of multi-group stochastic coupled systems with time-varying delay, Filomat, Accepted
Tianrui Chen, Jiacheng Xu, Boying Wu, Stability of multi-group coupled systems on networks with multi- diffusion based on the graph-theoretic approach, Mathmetical Methods in the Applied Sciences, Accepted
Ying Guo, Yingjian Li, Xiaohua Ding, Global exponential stability of multi-group models with multipledispersal and stochastic perturbation based on graph-theoretic approach.Filomat, Accepted
Huan Su, Pengfei Wang, Xiaohua Ding, Stability analysis for discrete-time coupled systems with multi- diffusion by graph-theoretic approach and its application, Discrete and Continuous Dynamical Systems-Series B, 21 (2016) 253-269.
2013級：王剛，孔慶明，常嘉欣，張爽
2014級：張納川，孫振堯，金逸，周輝，王琦，
李延文，王逸達，王廣帥
李延文，王逸達，王廣帥
2015級：朱長俊，陳炳道，劉韞韜，趙偉，趙志強，梅靖伶，洪玉，沈蓉，霍夢潔，郭凱
獲獎情況
(1). 參加人員：范猛，王克，李文學，劉蒙
獲獎名稱：非線性動力學系統動態平衡規律研究
獲獎級別：教育部高等學校科學研究優秀成果獎（自然科學獎）
獲獎等級：二等獎
獲獎年份：2012
(2). 參加人員：王克，李文學，呂敬亮，蘇歡，劉蒙
獲獎名稱：隨機生物種群模型的若干研究
獲獎級別：山東省高等學校優秀科研成果獎（自然科學類）
獲獎等級：三等獎
獲獎年份：2011
(3). 參加人員：王克，李文學，鄒曉玲，呂敬亮，蘇歡
獲獎名稱：複雜環境下生態系統的動力學行為
獲獎級別：山東省高等學校優秀科研成果獎（自然科學類）
獲獎等級：三等獎
獲獎年份：2012
(4). 參加人員：李文學，鄒曉玲，呂敬亮，蘇歡，王克
獲獎名稱：複雜生態系統動態平衡規律的研究
獲獎級別：山東省高等學校優秀科研成果獎（自然科學類）
獲獎等級：二等獎
獲獎年份：2013
(5). 參加人員：鄒曉玲，李文學，呂敬亮，張春梅
獲獎名稱：幾類隨機生態系統的動力學性質
獲獎級別：山東省高等學校優秀科研成果獎（自然科學類）
獲獎等級：三等獎
獲獎年份：2014
(6). 參加人員：王克，李文學，劉蒙
獲獎級別：哈工大（威海）重大科技成果獎
獲獎年份：2012
