rarefaction waves - Globe Thesis

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1.	Properties Of Solutions For One Dimensional Compressible Navier-Stokes Equations
2.	Asymptotic Behavior Of Solutions To A Hyperbolic-Elliptic Coupled System In Radiating Gas
3.	Goursat Problems Of Euler Equations In Gas Dynamics And Cauchy Problems Of Variational Wave Equations
4.	Some Results On Hyperbolic System With Relaxation
5.	Global Asymptotics Toward The Rarefaction Waves For A Parabolic-elliptic System Related To The Camassa-Holm Shallow Water Equation
6.	Asymptotic Behavior Of Global Smooth Solutions For A Class Of Hyperbolic Conservation Laws With Relaxation
7.	The Global Solution Of The Initial-Boundary Value Problem For Nonlinear Chromatography Systems Of Two Components
8.	The Global Entropy Solutions To The Cauchy Problem Of The Isentropic Relativistic Euler Equations With A Class Of Large Initial Data
9.	Stability Of Rarefaction Waves For Hyperbolic-elliptic Coupled System
10.	Decay Rates Of Strong Planar Rarefaction Waves To Scalar Conservation Laws With Degenerate Viscosity In Several Space Dimensions
11.	The Newtonian Limit Of The Global Entropy Solutions To The Cauchy Problem Of The Isentropic Relativistic Euler Equations
12.	Behaviors Of Solutions For Nonlinear Hyperbolic Conservation Laws And Related Problems
13.	Global Solutions To Some Dissipative Nonlinear Hyperbolic Conservation Laws With Large Initial Data
14.	Interaction Of Rarefaction Waves And Propagation Of Weak Discontinuities For The2-D Euler Equations
15.	Characteristic Decompositions And Interaction Of Rarefaction Waves To The 2-D Magnetohydrodynamic Equations
16.	The Existence Of Large Rarefaction Waves For The Piston Problem Of P-system
17.	Global Non-linear Stability Of Some Basic Waves For The One-dimensional Compressible Navier-Stokes-Korteweg Equations
18.	The Riemann Problem Of Quasi-neutral Euler Equations
19.	The Asymptotic Stability Of The Model Navier-Stokes Equations With Viscous Sparse Wave Solutions
20.	The Riemann Problem And Boundary Value Problems For The Relativistic Euler Equations
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