Strichartz estimate - Globe Thesis

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1.	Strichartz Estimates And Well-Posed Problems For Nonlinear Wave Equation
2.	Existence, Asymptotic Limits And Space-time Estimates For The Solutions Of Applied Partial Differential Equations
3.	A Study On The Dispersion Equation In Modular Space
4.	Scattering Theory Of Non-local Type Of Dispersive Wave Equation
5.	The Riesz Average Of Fourier Restriction Estimates And The Klein-gordon-of Hartree Equations Are Then,
6.	Global Well-posedness And Blow Up Result For The Nonlinear Fractional Beam Equations
7.	Spherically Averaged Endpoint Strichartz Estimates For The Two-dimensional Schr(?)dinger Equation With A Potential
8.	Blow-Up Of Solutions For A Class Of Nonlinear Schr(?)dinger System
9.	Strengthen Posedness In The Binary Decomposition And The Initial Value Of The Reign Of Potential Space And Besov Space
10.	Scattering Theory For Energy-supercritical Schr(?)dinger Equation And Energy-scattering Theory For Klein-Gordon-type Equation
11.	On The Long-term Dynamical Behavior Of Weakly Damped Wave Equations
12.	Unique Solvability And Blow-up In The Energy Space For KGS-type System
13.	Critical Exponents For Semilinear Tricomi-Type Equations
14.	Decay Estimates For The Fourth-order Schr(?)dinger Operator And Its Applications In Nonlinear Dispersive Equations
15.	Global Solutions Of The Two-dimensional Generalized Zakharov System With Magnetic Fields
16.	A Study Of Scattering And Blowup Solutions For Fourth-order NLS With A Potential
17.	Low Regularity And Related Harmonic Analysis Of Some Kdv Type Equations
18.	Alpha-modular Space Theory On Quantum Euclidean Space
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