After giving a brief account of the Jacobi last multiplier for ordinary differential equations and its known relationship with Lie symmetries, we present a novel application which exploits the Jacobi last multiplier to the purpose of finding Lie symmetries of first-order systems. Several illustrative examples are given.
Jacobi last multiplier and Lie symmetries: a novel application of an old relationship / NUCCI, Maria Clara. - In: JOURNAL OF NONLINEAR MATHEMATICAL PHYSICS. - ISSN 1402-9251. - STAMPA. - 12:2(2005), pp. 284-304. [10.2991/jnmp.2005.12.2.9]
Jacobi last multiplier and Lie symmetries: a novel application of an old relationship
NUCCI, Maria Clara
2005
Abstract
After giving a brief account of the Jacobi last multiplier for ordinary differential equations and its known relationship with Lie symmetries, we present a novel application which exploits the Jacobi last multiplier to the purpose of finding Lie symmetries of first-order systems. Several illustrative examples are given.File in questo prodotto:
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