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- W2285689541 abstract "In this paper, via the algebra of generalized functions, we investigate the generalized Riemann’s problem associated to conservation laws with analytical coefficients. This allows us to transform the problem into a system of ordinary differential equations. In some particular cases, such as Burgers’ and conservative Richard’s equation, approximated solutions are obtained by the truncation of the so-called Hugoniot-Maslov’s chain and numerical simulations are also presented in the case of equations with polynomial coefficients." @default.
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- W2285689541 date "2012-07-02" @default.
- W2285689541 modified "2023-09-26" @default.
- W2285689541 title "Obtaining shock solutions via Maslov's theory and Colombeau's algebra for conservation laws with analytical coefficients" @default.
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