ROOM : Orbit Hall 1 | ROOM : Orbit Hall 2 | ROOM A : Mizudori | |

Session 1 : Numerical Schemes I (K. Sakai) | Session 2 : Numerical Methods for Fluid Phenomena I (N. Pogorelov) | Session 3 : Biomathematics II (C. Schmeiser) | |

13:30-13:55 | 114S. A. Karabasov Digital Transport Approach for Hyperbolic-type Problems |
46Sigrid Andreae Wave interactions in Immiscible Two Fluid Flows |
177Kazunori Sato Distributions of power-law behavior on the population with finite size |

14:00-14:25 | 200Pavel Váchal Numerical Methods for Euler Equations Using Fully Two-dimensional HLLEC Riemann Solver |
124Milan Kuchařík Conservative Remapping and ALE Methods for plasma Physics |
113Kyungkeun Kang Global existence of classical solutions for a hyperbolic chemotaxis model and its parabolic limit |

14:30-14:55 | 40Hideaki Aiso Instability Analysis in Conservative Difference Approximations for Compressible Euler Equations. |
159Marica Pelanti Numerical simulation of volcanic jets and plumes |
129Fucai Li Study on some nonlocal parabolic equations and systems arising in Applied Sciences |

15:00-15:25 | 38Moustafa Abouziarov An Application of Retroactive Characteristic Method to Conservative Scheme for Structure Problems (Elastic-Plastic Flows) |
137Máriá Lukáčová-Medviďová Numerical modelling of shallow flows including bottom topography and magnetodynamic effects |
102Hisashi Inaba Threshold and stability results for an age-duration-structured population model for HIV/AIDS epidemic |

\hlineIfDetail | Session 1 : Numerics on Shock Wave (H. Aiso) | Session 2 : Numerical Methods for Fluid Phenomena II (J. G. Liu) | Session 3 : Galerkin, Spetcral Methods (P. Arminjon) |

16:00-16:25 | 182Malin Siklosi Numerical Study of Trajectories in Phase Space for Discrete Shock Profiles |
48D. Appelö Energy Estimates for Perfectly Matched Layers for the Linearized Euler Equations |
192Jared Tanner Postprocessing Methods for Spectral Viscosity Solutions |

16:30-16:55 | 77Gunilla Efraimsson A Numerical Study of the Introduction and Propagation of a 2-D Vortex |
167E. Romenski Conservative Hyperbolic Model for Two-Phase Flow and One-Dimensional Waves |
82Milslav Feistauer On a Semi-Implicit Discontinuous Galerkin FEM for the Nonstationary Compressible Euler Equations |

17:00-17:25 | 79Volker Elling Nonuniqueness of entropy solutions and the carbuncle phenomenon |
73Ralf Deiterding High-resolution simulation of realistic detonation structures |
90Birgit Gottschlich-Müller Adaptive Discontinuous Galerkin Methods based on Biorthogonal Multiwavelets for Conservation Laws |

ROOM B : Kouki | ROOM C : Ryokuju | ROOM D : Fuga | |

Session 4 : Fluid dynamics II (K. Zumbrun) | Session 5 : Shock Waves I (P. G. Lefloch) | Session 6 : Physical Models I (L. Hsiao) | |

13:30-13:55 | 112Yoshiyuki Kagei Asymptotic behavior of solutions to the compressible Navier-Stokes equations on the half space |
141Siegfried Müller Riemann Problem for the Euler Equations with Non-Convex Equation of State including Phase Transition |
61Sylvie Benzoni-Gavage Structure and well-posedness of Korteweg models for fluids exhibiting phase changes |

14:00-14:25 | 132Tong Li Stability of detonation waves in two-step chain-branching reaction models |
62Francesca Brini On the Riemann Problem in Extended Thermodynamics |
78Gennady El Unsteady dispersive shock transition in non-integrable systems |

14:30-14:55 | 190Shuji Takahashi Existence Theorem for the Point Source Blast Wave Equation |
143Alexei A. Mailybaev Dual-family viscous shock waves in n conservation laws |
106Yueling Jia Large Time Behavior of Solutions of Quantum Hydrodynamic Model |

15:00-15:25 | 176A. Sakurai A weak solution of point source blast wave problem |
134Yachun Li Global Entropy Solutions to the Relativistic Euler Equations |
131Hailiang Li On Multi-dimensional Quantum Hydrodynamics : Modelling, Well-posedness and Asymptotics |

\hlineIfDetail | Session 4 : Elastic equations (D. Marchesin) | Session 5 : Shock Waves II (S. Bianchini) | Session 6 : Physical Models II (A. Jüngel) |

16:00-16:25 | 117Mishio Kawashita Scattering Theory for the Elastic Wave Equations in Perturbed Half-spaces |
216Yuxi Zheng A global solution to a two-dimensional Riemann problem involving shocks as free boundaries |
205Shu Wang Quasineutral Limit of Euler-Poisson System with and without Viscosity |

16:30-16:55 | 103Hiromichi Itou Existence of a weak solution in an infinite viscoelastic strip with a semi-infinite crack |
181Sadao Shimoji Dynamics of a Purely Nonlinear One-Dimensional Elastic Body |
135Yong Li Study on the Multi-dimensional Nonisentropic Euler-Poisson Equations |

17:00-17:25 | 214G. K. Zakiryanova Generalized solutions of boundary value problems for second order hyperbolic systems |
92Michael A. Grinfeld PDE of Failure Wave Propagation Based on the Model of Two-State Substance |
64Li Chen Analysis and Numerical Simulation of the Generalized Drift Diffusion Model in Semiconductor Science |