Hyperbolic conservation laws with space-dependent fluxes: II. General study of numerical fluxes

Space time fractional Rosenou Haynam equation Lie symmetry analysis, explicit solutions and conservation laws Baleanu et al Advances in Difference Equations (2018) 2018 46 https //doi

A high order polynomial upwind scheme, namely TOPUS, for numerical solution of conservation laws and fluid dynamics problems is revisited in this paper.. The scheme is based on TVD

This paper presents a numerical regularization approach to the simultaneous deter- mination of multiplicative space- and time-dependent source functions in a nonlinear inverse

We present reliable a posteriori estimators for some fully discrete schemes applied to nonlinear systems of hyperbolic conservation laws in one space dimension with strictly

In this paper we establish nonuniqueness for the vanishing viscosity limit of a system of two nonstrictly hyperbolic conservation laws without using travelling wave methods...

Keywords: discontinuous Galerkin method; nonlinear symmetric systems of hyperbolic conservation laws; negative-order norm estimates; post-processing; divided

Jameson [28] analyzed finite volume methods with respect to the kinetic energy and constructed conditions on the numerical surface flux functions to generate kinetic energy

We formulate the first, second and third order accurate schemes and theoretical numerical stability is proved mainly for the first and second order schemes of hyperbolic