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Keyword [Weak entropy solution]
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1. The Well-posedness Of The Problems For The Radiation Hydrodynamics Equations
2. The Structure Of Weak Entropy Solution And L~1-convergence Rate Of Viscosity Methods To The Initial-boundary Value Problem For Scalar Conservation Laws
3. Study On The Structure Of The Global Weak Entropy Solution For The Initial-boundary Value Problem Of Nonconvex Scalar Conservation Laws
4. The Global Weak Entropy Solution And Its Simulation Of The Initial-boundary Problem For Nonconvex Scalar Conservation Laws
5. Pointwise Error Estimates Of Vanishing Viscosity Methods For Initial-boundary Value Problems For Scalar Conservation Laws
6. The Continuous Weak Entropy Solution And The L~1 Convergence Rate Of Its Viscosity Approximations For The Initial-boundary Problem Of Scalar Conservation Laws
7. Multi-Dimensional Riemann Initial-Boundary Value Problems For The Scalar Nonlinear Conservation Law
8. Construction Of Global Weak Entropy Solution For An Initial-Boundary Value Problem Of Scalar Conservation Laws With Weak Discontinuous Flux Function
9. On The Gas Dynamics Of Majda Combustion Model, Some Numerical Results
10. Front Tracking And Steady Supersonic Potential Flow Past A Curved Wedge
11. Front Tracking And Shock Solution For The Global Existence Of One-dimensional Piston Problem
12. Large Time Behavior Of Bipolar Hydrodynamic Model For Semiconductors
13. Asymptotic Behavior Of The Spherical Symmetric Solution Of A Bipolar Hydrodynamic Model For Semiconductor
14. Global Weak Entropy Solution Of The Initial-boundary Value Problem For A Class Of Nonlinear Ideal Reaction Chromatography Equations
15. Boundedness And Lager Time Behavior Of Weak Entropy Solutions To The Euler Equations With A Source Term
16. Global Weak Entropy Solution Of Scalar Conservation Laws With Weak Discontinuous Flux And Boundary Condition
17. Front Tracking And Periodic Solution Of Single Hyperbolic Conservation Laws
18. Hydrodynamic Model Of Semiconductor With Insulating Boundary Conditions And Non-zero Doping Profile
19. Research On Spherical Symmetry Solutions To The Euler-Poisson Equations With Variable Damping Coefficients
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