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1. Normal Form Theory Of Hopf Bifurcation And It's Application In The Nonlinear Vibration Systems
2. Bifurcations And Periodic Solutions For Delayed Lotka-Volterra Diffusion Systems
3. The Application Of Normal Form And I-method In The Partial Differential Equations
4. Long Times Existence Of Nonlinear Wave Equation On Compact Manifold
5. Simplest Normal Form And Study On Bifurcation And Chaos Of Electromechanical Coupled Nonlinear Dynamical System
6. Bifurcations And Periodic Solutions For Several Kinds Of Predator-Prey Systems
7. Powers And Products Of Some Special Matrices
8. Bifurcation Analysis In Some Kinds Of Delay Differerntial Equations
9. On Critical Groups Of Graphs
10. Analysis And Application Of The Normal Form In Nonlinear Dynamical System
11. Undetermined Fundamental Frequency And The Complicated Dynamics Of Nonlinear Dynamical System
12. Stability And Bifurcation Analysis On Several Classes Of Nonlinear Time-delay Systems
13. Stability Analysis And Normal Form Computation Of Fractional Differential Equations
14. Normal Forms Of Dynamic Systems With Equilibrium Manifolds And Some Applied Problems
15. Dynamics Of Four-dimensional Neural Networks With Time Delays
16. Kam Theory And Its Applications In Differential Equations
17. Kam Theory And Its Application In Critical Condition
18. Nonlinear Dynamics Research Of Rain-wind-induced Vibration Of Stayed Cable
19. Some Researches On Matrix Mth Roots
20. Applications Of Computer Algebra System To The Study Of Differential Equation
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