Potential well method - Globe Thesis

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1.	Several Classes Of Nonlinear Evolution Equations Definite Solution Of The Problem
2.	Blow Up And Global Solutions For A Nonlocal Equation Of Parabolic Type
3.	Global Existence And Blow-up Of Solutions To P-laplace Equations With Logarithmic Sources
4.	The Initial Boundary Value Problem Of The Double Dispersion Wave Equation With Nonlinear Damping Term
5.	The Finite-time Blow-up Of The Solutions Of Several Types Of Evolution Equations Under High Initial Energy
6.	Study On The Global Existence And Finite Time Blow-up For Two Classes Of Nonlinear Parabolic System With Nonlocal Source
7.	Blow Up And Extinction For A Class Of Sixth-order Parabolic Equation
8.	Global Existence,Decay And Blow-up For Two Classes Of Parabolic Equations Based On Potential Well Method
9.	Blow-up And Decay For A Class Of Parabolic Equation
10.	Study Of Blow-up Of Solutions To A Class Of Fourth-order Semilinear Parabolic Equations
11.	The Initial-boundary Value Problem For A Class Of Nonlocal Fourth Order Parabolic Equations
12.	Asymptotic Behavior For A Fourth-order Parabolic Equation With Variable Exponent Type Source
13.	Dynamic Properties Of Solutions To A Class Of Sixth-order Boussinesq Models
14.	Global Existence And Blow-up For A Class Of Sixth-order Hyperbolic Equation
15.	Blow-up Time Estimation For Solutions Of A Class Of Fourth-order Hyperbolic Equations
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