phase plane analysis - Globe Thesis

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1.	Nonlinear Evolution Equations The Overall Solution Of The Asymptotic Behavior Of Steady State Solutions
2.	Phase-plane Analysis Of Particles Motion In Static Curved Spacetimes
3.	Periodic Solutions For Superlinear Duffing Qeuations With Impulsive Effects
4.	The Periodic Solutions Of Impulsive Differential Equations And Rayleigh Equations
5.	The Travelling Wave Solutions Of Two Kinds Of Ecological Systems
6.	On The Asymptotic Behavior Of A Class Of Liénard Equation
7.	Periodic Solutions For Sublinear Duffing Equations With Bounded Impulsive Effects
8.	Qualitative Analysis For Several Types Of Reaction-Diffusion Problems
9.	The Shock Solution For Several Nonlinear Singularly Perturbed Boundary Value Problems
10.	The Classification And Asymptotic Analysis For The Solutions Of A Nonlinear Singularly Perturbed Equation
11.	Study On The Stability Of Two Kinds Of Biological Models
12.	Discharge Characteristics And Phase Synchronization Phenomena Of Neuron Models
13.	Periodic Solutions And Homoclinic And Heteroclinic Solutions In Several Singularly Perturbed Systems
14.	The Riemann Problem And Interaction Of Elementary Waves For The Nonsymmetric Keyfitz-Kranzer Equations
15.	Research On The Electromagnetic Perturbation And Particle Orbital Motion In Modified Black Hole Spacetimes
16.	Existence And Stability Of Traveling Waves Of A Generalized Chemotaxis Model With Logarithmic Sensitivity
17.	Dynamical Behavior Of Double Quantum Vortices
18.	Traveling Wave Solutions In Several Singularly Perturbed Reaction-advection-diffusion Systems
19.	Construction Of Stationary Solutions And Traveling Wave Solutions Of Reaction Diffusion Equation Based On Phase Plane Analysis
20.	Researches On Bifurcation And Nonlinear Waves In Several Singularly Perturbed Systems
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