invariant sets of descending flow - Globe Thesis

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1.	Research On Invariant Sets Method And The Eigenvalues Of Degenerate Elliptic Operator
2.	Multiple And Sign-Changing Solutions For Some Semilinear Elliptic Equations
3.	Invariant Set Theroy Of Descending Flow With Applications To Ordinary Differential Equations
4.	Methods Of Invariant Sets Of Descending Flow With Applications To Nonlinear Differential Equations
5.	Sign-changing Solutions For Nonlinear Elliptic Equation And Systems
6.	On Multiple Solutions For A Class Of Semilinear Ellidtic Equations
7.	Positive And Negative Solutions Of A Class Of Superlinear Schrödinger Equation And Change Solution
8.	Existence Of Solutions Of Several Types Of Non-autonomous System And Solvability
9.	Existence And Asymptotic Behavior Of Sign-changing Solutions For Nonlinear Elliptic Equations With Nonlocal Term
10.	Sign Changing Solutions Of A P-Laplacian Elliptic Problem With Constraint In R~N
11.	Multiple And Sign-changing Solutions For Boundary Value Problems Of Second-order Nonlinear Difference Equations
12.	An Infinite Number Of Sign Solutions For A Class Of Fourth-order Nonlinear Elliptic Boundary Value Problems
13.	The Existence Of Infinitely Many Sign-changing Solutions For Nonlinear Choquard Equations
14.	Ground State Sign-changing Solutions For The Nonlinear Fractional Schr(?)dinger-Poisson System
15.	The Existence And Multiplicity Of Sign-changing Solutions For Fractional Schr(?)dinger-Poisson System
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