B. Infinite Dimensions

Hyperbolic Conservation Laws


Organizer(s)

Prof. Tai-Ping Liu   (liu@math.stanford.edu)

Prof. Dr. Gerald Warnecke   (Gerald.Warnecke@Mathematik.Uni-Magdeburg.DE)


Key note speaker

Prof. Tai-Ping Liu   (liu@math.stanford.edu)
Recent Progresses in Shock wave Theory



Invited speakers

Dr. Heinrich Freistühler   (hf@zeus.instmath.rwth-aachen.de)
Stability and instability of certain classical and certain non-classical shock waves


Prof. Dr. Hailiang Liu   (hailiang.liu@mathematik.uni-magdeburg.de)
Convergence Rates for Relaxation Methods Approximating Conservation Laws


Prof. Benedetto Piccoli   (piccoli@sissa.it)
Nonclassical shocks for conservation laws


Prof. Denis A. Serre   (serre@umpa.ens-lyon.fr)
Stability of viscous and inviscid shock waves


Prof. Tong Yang   (matyang@math.cityu.edu.hk)
Compressible Navier-Stokes Equations with Density-Dependent Viscosity and Vacuum


Dr. Shih-Hsien Yu   (shyu@math.ucla.edu)
Discrete Shock Waves and Small Divisors



Contributed talks

Dr. P.B. Dubovski   (dubovski@inm.ras.ru)
A connection between scalar conservation laws and infinite linear systems of PDE's


Dr. Jörg Härterich   (haerter@math.fu-berlin.de)
Admissibility of traveling waves in scalar balance laws


Stefan Liebscher   (liebsch@math.fu-berlin.de)
Shocks with oscillatory tails in systems of viscous hyperbolic balance laws


Dr. Wen-Ching Lien   (lien@math.ias.edu)
Stability of a Self-Similar 3-Dimensional Gas Flow


Dr. Ronghua Pan   (panrh@sissa.it)
Cauchy problem for Compressible Euler equations with damping


Dr. Wen-An Yong   (yong@utopie.iwr.uni-heidelberg.de)
L^1-estimates for a class of hyperbolic balance laws



equadiff@math.fu-berlin.de    Aug 07 1999