Tangent Lie group
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Revision as of 04:29, 26 December 2020 by imported>Nautica (over-write)
In mathematics, a tangent Lie group is a Lie group whose underlying space is the tangent bundle TG of a Lie group G. As a Lie group, the tangent bundle is a semidirect product of a normal abelian subgroup with underlying space the Lie algebra of G, and G itself.
References
- Kenth, Engø (2003), "Partitioned Runge-Kutta methods in Lie-group setting", BIT Numerical Mathematics 43 (1): 21–39, doi:10.1023/A:1023668015087, ISSN 0006-3835
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