Lie symmetry algebra of one-dimensional nonconservative dynamical systems
- Resource Type
- Authors
- Wu Run-Heng; Fu Jing-Li; Liu Cui-Mei
- Source
- Chinese Physics. 16:2665-2670
- Subject
- Algebra
Physics
Adjoint representation of a Lie algebra
Representation of a Lie group
Adjoint representation
General Physics and Astronomy
Lie group
Killing form
Affine Lie algebra
Lie conformal algebra
Graded Lie algebra
- Language
- ISSN
- 1741-4199
1009-1963
Lie symmetry algebra of linear nonconservative dynamical systems is studied in this paper. By using 1–1 mapping, the Lie point and Lie contact symmetry algebras are obtained from two independent solutions of the one-dimensional linear equations of motion.