About 17 item dissertation in line with long-time behavior query results,the following is 1 to 50(Search took 0.086 seconds)
- Analysis of coexistence for a biological model,XuJuan/Shaanxi Normal University,0/5
- Long-time Behavior of Solution for Reaction-diffusion Equation with Nonlinear Boundary Conditions,YangZuo/Lanzhou University,0/79
- Long-time Behavior of Solution for Doubly Nonlinear Parabolic Equation,LiYongJun/Lanzhou University,0/53
- On the Existence and Local Structure of Global Attractors for Two Classes of Reaction-Diffusion Equations,ChenGuangXia/Lanzhou University,2/138
- Long-time Behavior of Solutions for Two Classes of Partial Differential Equations with Dynamic Boundary Conditions,FanZhaoHui/Lanzhou University,0/83
- Study on the Longtime Behaviors of the Strain Solitary Waves in a Nonlinear Elastic Rod,XieYongQin/Lanzhou University,4/96
- Two Models Including Transport Equation in Meteorology and Semiconductors,ChenXiuQing/Tsinghua University,0/99
- Study on Problems of Global Attractors for Wave Equations with Nonlinear Damping,DongZhongQi/Lanzhou University,2/165
- Long-time Behaviors for the Solutions of Infinite Dimensional Dissipative Dynamical Systems in Unbounded Domains,YangMeiHua/Lanzhou University,1/167
- On unbounded domains on non-autonomous infinite dimensional dynamical behavior of solutions of systems for a long time,YanXingJie/Lanzhou University,2/115
- The Study on the Long-time Behavior for Degenerate Evolution Equations,LiHongTao/Lanzhou University,0/34
- MHD equations Several Issues,ZuoWeiPing/Jilin University,0/118
- Study on Asymptotic Behavior of Viscosity Solutions for Hamilton-Jacobi Equations,XinNa/Ocean University of China,0/54
- The Existence of the Uniformly Attractor for an Impulsive Reaction-Diffusion Equation,WuYing/Lanzhou University,0/46
- The generalized BBM Equations whole existence and long time behavior,WeiSuQing/Chinese Academy of Engineering Physics,0/26
- A Generalized Sixth Order Thin Film Equation,LiuWenXiu/Jilin University,0/18
- Generalized Elastic Beam Equation with Damping long time behavior,ChenGuiWei/Zhengzhou University,0/7
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