[1]苗亮英,张睿,刘志高,等.具阶段结构的食饵-捕食者扩散模型的稳定性[J].温州大学学报(自然科学版),2013,(04):056.

MIAO Liangying,ZhANG Rui,LIU Zhigao,et al.Stability of a Prey-predator Diffusion Model with Stage Structure[J].Journal of Wenzhou University,2013,(04):056.

[2]李德奎,连玉平.时滞类Lorenz系统的Hopf分支[J].温州大学学报(自然科学版),2014,(02):001.

LI Dekui,LIAN Yuping.Hopf Bifurcation of the Delayed Lorenz-like System[J].Journal of Wenzhou University,2014,(04):001.

[3]杜明银.具有脉冲效应的森林虫害模型动力学性质研究[J].温州大学学报(自然科学版),2014,(04):025.

DU Mingyin.Property Study on the Dynamics for Model of Damage by Forest-insects with Pulse Effect[J].Journal of Wenzhou University,2014,(04):025.

[4]林 琳,雒志学.具有斑块结构的捕食-食饵系统的研究[J].温州大学学报(自然科学版),2015,(01):001.

LIN Lin,LUO Zhixue.Research on the Predator-Prey System with Two Species for Prey in Patchy Environment[J].Journal of Wenzhou University,2015,(04):001.

[5]刘熙娟,杨淑萍.一类旋转离心调速器的动力学行为分析[J].温州大学学报(自然科学版),2015,(03):034.

LIU Xijuan,YANG Shuping.Dynamical Behavioural Analysis of a Rotational Centrifugal Governor[J].Journal of Wenzhou University,2015,(04):034.

[6]南 娟,张建刚,杜文举.一类含有随机参数的Motor系统的Hopf分岔分析[J].温州大学学报(自然科学版),2016,(01):016.

NAN Juan,ZHANG Jiangang,DU Wenju.Stochastic Hopf Bifurcation AnalysisIn Motor System with Random Parameter[J].Journal of Wenzhou University,2016,(04):016.

[7]罗瑞芬,张建刚,杜文举.一个带有随机参数的新的二维混沌系统的随机Hopf分岔分析[J].温州大学学报(自然科学版),2016,(01):026.

LUO Ruifen,ZHANG Jiangang,DU Wenju.Stochastic Hopf Bifurcation Analysis of a Novel Two-dimensional Chaotic System with Random Parameters[J].Journal of Wenzhou University,2016,(04):026.

[8]王 沙,罗 勇,胡亦郑.具有抗体免疫时滞的HIV病毒动力学模型的稳定性和Hopf分支[J].温州大学学报(自然科学版),2016,(03):006.

WANG Sha,LUO Yong,HU Yizheng.The Study of Stability and Hopf Bifurcation for HIV Infection Model with Antiserum Immune Time-lag[J].Journal of Wenzhou University,2016,(04):006.

[9]唐兴巧,蒲新会,蔡成松.一类双渠道供应链博弈模型的分岔与混沌分析[J].温州大学学报(自然科学版),2017,(02):025.

TANG Xingqiao,PU Xinhui,CAI Chengsong.Analysis on Bifurcation and Chaos for A-class Dual-channel Supply Chain Game Model[J].Journal of Wenzhou University,2017,(04):025.

[10]秦 爽,张建刚,杜文举,等.一类SEIR传染病模型的动力学行为分析[J].温州大学学报(自然科学版),2017,(03):008.

QIN Shuang,ZHANG Jiangang,DU Wenju,et al.Analysis on the Dynamics Behavior of an SEIR Epidemic Model[J].Journal of Wenzhou University,2017,(04):008.