吕贵臣

硕 导 个 人 简 介

 

 

 

u  个人简介(范例)

吕贵臣,副教授,硕士生导师。2002.09-2006.07,获得泰山学院数学与应用数学专业学士学位;2006.09-2009.07,获得温州大学应用数学专业硕士学位;2009.09-2012.07,获得中国科学院成都计算机应用研究所计算机软件与理论专业博士学位。2012.07-至今,重庆理工大学理学院教师。在国内外重要刊物如Nonl.Anal.RW,J.Math.Anal.Appl.,Math.Bios.Engin.等发表论文16篇,发表论文共被他人引用50余次;

u  研究领域(范例)

  生物数学、微分方程、分支理论 

u  承担的主要项目(范例)

[1]Lotka-Volterra模型和传染病动力学模型的全局稳定性和分支问题,国家自然科学基金青年项目,2015.1-2017.1222万,主持。

[2]种群及传染病动力学中的稳定性和分支问题与计算机辅助论证,重庆市自然科学基金项目,2014.7-2017.62.5万,主持。

[3]时滞和扩散方程的稳定性和分支理论及其在生物模型中的应用,重庆市教委科技项目,2014.1-2016.72万,主持。

[4]高维系统的稳定性与传染病的阈值动力学,重庆市教委科技项目,2018.10-2021.95万,主持。 

[5]芬斯勒几何中的黎曼曲率及相关问题研究,国家自然科学基金面上项目,2014.1-2017.1265万,参加。

[6]网络化多智能体系统的包含控制问题研究,重庆市科委项目, 2016.07.01-2019.6.30, 5万,参加。

u  代表性成果(范例)

[1]GuichenLu(吕贵臣) and Z. Lu, Permanence for two speciesLotka-Volterra Systems with delays. Math.Bios.Engin.,52008477-484 (SCI检索) . 

[2]GuichenLu(吕贵臣) and Zhenyi Lu,Poincare-TransformationandGlobal Stability for Lotka-Volterra Delayed Systems. Advance. in Biomath. 1(2008) 162-165. (ISTP检索)

[3]吕贵臣、陆征一,种群动力系统的时滞影响 《生物数学前沿》(第五章)2008,科学出版社.

[4]GuichenLu(吕贵臣), Xinze Lian, The Application of ThePoincare-Transformation to Lotka-Volterra Difference Systems,Proceedings of the7th conference on biological dyanamic system and stability of differentialequation, I (2010) 199-202. (ISTP检索) .

[5]GuichenLu(吕贵臣), Zhengyi Lu and Xinze Lian, Delay effect onthe permanence for LotkaVolterra cooperative systems,Nonl.Anal.RWA 11(4) 2010, 2810-2816. (SCI检索).

[6]XinzeLian,Guichen Lu(吕贵臣), Phase transitions for Bacterial colonymodel, Proceedings of the 5th International Congress on Mathematical Biology(ICMB2011) , (2)2011, 195-200.

[7]SumeiLi,Guichen Lu(吕贵臣), Yong Luo, Dynamical Transitions Governed bythe Cubic Reaction-Diffusion Equation for Gene Propagation Model, Proceedingsof the 5th International Congress on Mathematical Biology (ICMB2011) , (3)2011,358-363.

[8]XinzeLian;Chengsheng Lin and Guichen Lu(吕贵臣), Splineapproximate solutions of arbitrary order linear boundary value problems, 3rdInternational Workshop on Intelligent Systems and Applications, ISA 2011. (EI检索)

[9]GuichenLu(吕贵臣), Zhengyi Lu and Yoichi Enatsu, Permanencefor Lotka-Volterra systems with multiple delays, Nonl. Anal. RWA 12(2011) 25522560. (SCI检索).

[10]GuichenLu(吕贵臣) , Zhengyi Lu, Geometric approach for GlobalAsymptotic Stability of Three Dimensional Lotka-Volterra Systems, J.Math.Anal.Appl.,389(2012), 591596 . (SCI检索).

[11]Xianze Lian, GuichenLu(吕贵臣) , Pattern Formation in a BacterialColonyModel, Abst. Appl.Ana1., 2014(SCI检索).

[12]Guichen Lu(吕贵臣),Bifurcation Analysis of Gene PropagationModel Governed by Reaction-Diffusion Equations Pattern Formation in a BacterialColony, Discrete Dynamics in Nature an Society,Volume 2016 (2016), Article ID9840297. (SCI检索).

[13]GuichenLu(吕贵臣), Zhengyi Lu, Non-permanence forthree-species Lotka-Volterra cooperative difference systems[J]. Advances inDifference Equations, 2017, 2017(1):152. (SCI检索). 

[14]Guichen Lu(吕贵臣), Zhengyi Lu, Geometric approach for globalasymptotic stability for three species competitive Gompertz models. Journal ofMathematical Analysis & Applications, 2017,445(1):13-22. (SCI检索).

[15]Guichen Lu(吕贵臣), Zhengyi Lu. Global asymptotic stability forthe SEIRS models with varying total population size[J]. MathematicalBiosciences, 2018, 296:17-25. (SCI检索).

[16]Guichen Lu(吕贵臣), Zhengyi Lu, Geometric approach to globalasymptotic stability for the SEIRS models in epidemiology [J]. NonlinearAnalysis Real World Applications, 2017, 36:20-43. (SCI检索).

u  联系方式

E-mailguichenlu@cqut.edu.cn