We establish approximation solution theorems (in a classic sense) for Cauchy Problems relative to semilinear hyperbolic systems using a suitable discretization (referring to the finite difference method) of Baiada's approximation method. This results extend those recently established by Kannan-Ortega.

Approximate solutions (in a classic sense) for the Cauchy Problem for semilinear Hyperbolic systems

BRANDI, Primo;CEPPITELLI, Rita
1984

Abstract

We establish approximation solution theorems (in a classic sense) for Cauchy Problems relative to semilinear hyperbolic systems using a suitable discretization (referring to the finite difference method) of Baiada's approximation method. This results extend those recently established by Kannan-Ortega.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/914453
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