Clkt2005 Talk Titles




НазваниеClkt2005 Talk Titles
Дата конвертации13.02.2013
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CLKT2005---Talk Titles


  1. Francois Bouchut: An Entropy Satisfying Relaxation/HLLC Solver for Gas Dynamics That Computes Vacuum Without Correction

  2. Shuxing Chen: Some Reviews on Nonlinear System of Conservation Laws

  3. Li Chen: Zero-electron-mass Limit in the Hydrodynamic Model for Plasmas

  4. Jian Deng: Geometric Properties and Non-blowup of 3D incompressible Euler Equations

  5. Mikhail Feldman: Existence of Global Solutions to Regular Shock Reflection for Potential Flow

  6. Heinrich Freistuehler: Effects of Surface Tension on the stability of Dynamical Liquid-vapor Interfaces

  7. Seung-Yeal Ha: Collision Potentials and $L^1$-Stability of Some Kinetic Equations

  8. Feimin Huang: Stability of Contact Discontinuity for Gas Motion

  9. John Hunter: Weak Shock Mach Reflection

  10. Song Jiang: Vanishing Viscosity Limit to Rarefaction Waves for the Navier-Stokes Equations of One-Dimensional Compressible Heat-Conducting Fluids

  11. Quansen Jiu: On Strong Convergence in Vortex Sheets Problem for 3-D Axisymmetric Euler Equations

  12. Eun Heui Kim: Transonic Problems for Two Dimensional Self-Similar Potential Flow

  13. Dexing Kong: The dynamics of relativistic strings moving in Minkowski space R^{1+n}

  14. Chiu-Ya Lan: Propagation of Viscous Shock Waves Away From Boundary

  15. Ming-Yi Lee: Large-time Behavior of Solutions for the Boltzmann Equation with Hard Potential Models

  16. Philippe G. LeFloch: Introduction to Nonclassical Shocks and Kinetic Relations

  17. Hailiang Li: Quantum Hydrodynamics: Well-posedness and Asymptotics

  18. Jiequan Li: Recent Development of the Generalized Riemann Problem (GRP) Scheme

  19. Tong Li: On Traffic Instabilities

  20. Yachun Li: On the Qualitative Behavior of Solutions to the Equations in Gas Dynamics

  21. Huey-Er Lin: The Green's Function for One- Dimensional Broadwell Equations

  22. Tai-Ping Liu: Some Thoughts on Shock Wave Theory and Boltzmann Equation

  23. Pierangelo Marcati: Analysis of Quantum Hydrodynamic Models

  24. Vera Miljanovic: On a Shockley-Read-Hall Model for Semiconductors: Convergence to Equilibrium

  25. Irina Potapenko: Conservation Laws and Completely Conservative Difference Schemes for the Nonlinear Kinetic Landau-Fokker-Planck Equation




  1. Yuming Qin: Global Attractor for a Nonlinear Thermoviscoelasticity with a Non-convex Free Energy Density

  2. Bruno Rubino: Linear and nonlinear viscoelastic models with memory term

  3. Tommaso Ruggeri: Acceleration Waves and Weaker Kawashima Condition

  4. Kyungwoo Song: Two Dimensional Transonic Flows Through a Nozzle for the Steady Full Euler Equations

  5. Anders Szepessy: Hamilton-Jacobi Equations in Infinite Dimension for Approximation of Optimal Control and Hydrodynamical Limits

  6. Mohamed Lazhar Tayeb: Approximation by Diffusion and Homogenization for Semiconductor Boltzmann-Poisson System

  7. Konstantina Trivisa: On a Multidimensional Model for the Dynamic Combustion of Compressible Reacting Fluids

  8. Huiying Wang: $L^1$ Stability of Shock Waves in the Keyfitz-Kranzer System

  9. Zhouping Xin: On Multi-Dimensional Transonic Shock Waves in a Nozzle

  10. Tong Yang: Cauchy Problem for Vlasov-Poisson-Boltzmann System

  11. Xiaozhou Yang: Non-selfsimilar Multi-Dimensional Elementary Waves and Global Solutions of Conservation Laws

  12. Huicheng Yin: Global Singularity Structures of Weak Solutions to the Semilinear Dispersive Wave Equations

  13. Yanni Zeng: Fundamental Solutions of Hyperbolic-Parabolic Systems and Shock Wave Stability

  14. Shu-Yi Zhang: Reflection of Multi-D Shock Fronts and Phase Boundaries in a van der Waals FLuid

  15. Yongqian Zhang: Steady Supersonic Flow Past a Curved Cone

  16. Huijiang Zhao: A Case Study of Global Stability of Strong Rarefaction Waves for $2\times 2$ Hyperbolic Conservation Laws with Artificial Viscosity

  17. Yuxi Zheng: Two-Dimensional Regular Shock Reflection On a Wedge

  18. Yi Zhou: Global Classical Solutions to Quasilinear Hyperbolic Systems With Weak Linear Degeneracy

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