Transformation properties of x''+f1(t)x + f2(t)x + f3(t)xn = 0

Document identifier: oai:DiVA.org:ltu-7616
Access full text here:10.2991/jnmp.1997.4.3-4.7
Keyword: Natural Sciences, Mathematics, Mathematical Analysis, Naturvetenskap, Matematik, Matematisk analys
Publication year: 1997
Abstract:

The author studies the integrability of the nonlinear second-order ordinary differential equation described in the title. Using the invertible point transformation technique, Lie point symmetry technique and the Painlevé analysis, he classifies all integrable cases. The Lie algebra structure of the Lie point symmetries is also discussed. Finally, the three different methods are compared.

Authors

Norbert Euler

Luleå tekniska universitet; Matematiska vetenskaper
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