Within the context of the inverse Lie problem the question whether there exist PDEs that are characterized by their Lie point symmetries may be addressed. In a recent paper the authors called these equations Lie remarkable. In this paper we exhibit various examples of Lie remarkable equations, including some multidimensional Monge-Ampere type equations

Manno, G., Oliveri, F., Vitolo, R. (2007). Lie remarkable PDEs. In ASYMPTOTIC METHODS IN NONLINEAR WAVE PHENOMENA: IN HONOR OF THE 65TH BIRTHDAY OF ANTONIO GRECO (pp.119-131) [10.1142/9789812708908_0011].

Lie remarkable PDEs

Manno, G;
2007

Abstract

Within the context of the inverse Lie problem the question whether there exist PDEs that are characterized by their Lie point symmetries may be addressed. In a recent paper the authors called these equations Lie remarkable. In this paper we exhibit various examples of Lie remarkable equations, including some multidimensional Monge-Ampere type equations
paper
Lie symmetries of differential equations, inverse problem in group analysis of PDEs
English
Conference on Asymptotic Methods in Nonlinear Wave Phenomena held in Honor of Antonio Greco JUN 05-07
2006
Ruggeri, T; Sammartino, M
ASYMPTOTIC METHODS IN NONLINEAR WAVE PHENOMENA: IN HONOR OF THE 65TH BIRTHDAY OF ANTONIO GRECO
978-981-270-782-6
2007
119
131
none
Manno, G., Oliveri, F., Vitolo, R. (2007). Lie remarkable PDEs. In ASYMPTOTIC METHODS IN NONLINEAR WAVE PHENOMENA: IN HONOR OF THE 65TH BIRTHDAY OF ANTONIO GRECO (pp.119-131) [10.1142/9789812708908_0011].
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/5312
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