Given a local one parameter Lie group of transformations G, we determine the most general scalar partial differential equation in (1 + 1)-independent variables of a given order admitting G as nonclassical symmetry in the Bluman and Cole sense.

Partial differential equations admitting a given nonclassical point symmetry

Pucci, Edvige;Saccomandi, Giuseppe
2020

Abstract

Given a local one parameter Lie group of transformations G, we determine the most general scalar partial differential equation in (1 + 1)-independent variables of a given order admitting G as nonclassical symmetry in the Bluman and Cole sense.
2020
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11391/1479759
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