In this paper we present results about the solutions of a class of singular Hamilton-Jacobi equations. Since these equations in general do not have a unique solution we define the notion of maximal solutions for which a stability result can be proved. Furthermore we present a discretization scheme for their numerical computation and give an estimate for the discretization error.
Maximal solutions for a class of singular Hamilton-Jacobi equations / Camilli, Fabio; Uene, L. Gr.. - STAMPA. - (1998), pp. 337-341. (Intervento presentato al convegno MTNS 98: Mathematical Theory of networks and systems tenutosi a Padova nel MTNS 98).
Maximal solutions for a class of singular Hamilton-Jacobi equations
CAMILLI, FABIO;
1998
Abstract
In this paper we present results about the solutions of a class of singular Hamilton-Jacobi equations. Since these equations in general do not have a unique solution we define the notion of maximal solutions for which a stability result can be proved. Furthermore we present a discretization scheme for their numerical computation and give an estimate for the discretization error.File allegati a questo prodotto
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