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Nonlinear geometric optics for contact discontinuities and shock waves in one-dimensional Euler syst
  • ISSN号：0022-0396
  • 期刊名称：Journal of Differential Equations
  • 时间：0
  • 页码：317-352
  • 语言：英文
  • 相关项目：流体力学中偏微分方程的某些非经典理论与方法
作者： Peng, Yahong|Wang, Ya-Guang|
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流体力学中偏微分方程的某些非经典理论与方法
期刊论文 86
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常均曲率热流的存在性(英文)
Local well-posedness of a new integrable equation
粘性项依赖于密度的完全Navier-Stokes方程强解的存在唯一性
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Local existence of the strong solutions for the full Navier-Stokes-Poisson equations
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Localization for the evolution p-Laplacian equation with strongly nonlinear source term
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Generalized Tricomi Problem for a Quasilinear Mixed Type Equation
Compressible Flow and Transonic Shock in a Diverging Nozzle
Complete bounded trajectories and attractors for compressible barotropic self-gravitating fluid
L-p convergence rates of planar waves for multi-dimensional Euler equations with damping
Asymptotic compactness of global trajectories generated by the Navier-Stokes-Poisson equations of a
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The fundamental solution of the Keldysh type operator
Weak shock solution in supersonic flow past a wedge
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Transonic shocks in compressible flow passing a duct for three-dimensional Euler systems
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Pointwise convergence to Knudsen layers of the Boltzmann equation
Well-posedness of the IBVP for 2-D Euler equations with damping
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等熵可压Navier—Stokes—Poisson方程局部强解适定性
含有高阶矩的CAPM在保险业的应用
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