非线性微分方程的多参数动态分支研究
11261028
2012
A0301.常微分方程
颜向平
地区科学基金项目
教授
兰州交通大学
45万元
复杂动力学;规范型;空间扩散;时滞;动态分支
2013-01-01到2016-12-31
- 中英文摘要
- 结题摘要
- 结题报告
- 项目成果
- 项目参与人
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| 序号 | 标题 | 类型 | 作者 |
|---|---|---|---|
| 1 | Formation of time patterns in a diffusive plant herbivore system with toxin-determined functional response | 期刊论文 | Zhang, Cun-Hua|Yan, Xiang-Ping| |
| 2 | Dynamics in a diffusive plant-herbivore model with toxin-determined functional response | 期刊论文 | Zhang, Cun-Hua|Li, Zhi-Zhen| |
| 3 | Stability and Hopf bifurcation analysis for a two-enterprise interaction model with delays | 期刊论文 | Li, Long|Zhang, Cun-Hua|Yan, Xiang-Ping| |
| 4 | 脉冲依赖状态的发展方程初值问题解的存在性 | 期刊论文 | 刘旭| |
| 5 | Effects of Delay and Diffusion on the Dynamics of a Leslie-Gower Type Predator-Prey Model | 期刊论文 | Zhang, Jia-Fang|Yan, Xiang-Ping| |
| 6 | Stability and turing instability in a diffusive predator-prey system with Beddington-DeAngelis functional response | 期刊论文 | Yan, Xiang-Ping|Zhang, Cun-Hua| |
| 7 | Normal Forms of HopfBifurcation for a Reaction-Diffusion System Subject to Neumann Boundary Condition | 期刊论文 | Cun-Hua Zhang|Xiang-Ping Yan| |
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