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双曲问题-理论.数值方法及应用-第一卷 内容简介
this book contains 80 original research and review papers
which are written by leading researchers and promising young
scientists, which cover a diverse range of multi- disciplinary
topics addressing theoretical, modeling and computational issues
arising under the umbrella of ""hyperbolic partial differential
equations"". it is aimed at mathematicians, researchers in applied
sciences and graduate students.
双曲问题-理论.数值方法及应用-第一卷 目录
volume 1
plenary talks
stefano bianchini
sbv regularity for scalar conservation laws
ulrik s. fjordholm, siddhartha mishra, eitan tadmor entropy stable
eno scheme
feimin huang
large time behavior of solutions for compressible navier-stokes
equations
yoshiyuki kagei
on asymptotic behavior of solutions of the compressible
navier-stokes equation around a parallel flow
tai-ping liu, yanni zeng
on nonlinear stability of viscous shock waves with physical
viscosity
tao luo, joel smoller
stellar structure, dynamics and stability
evgueni yu. panov
on some non-strictly hyperbolic systems of conservation laws
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