The work concludes by discussing Cartan's contributions to the structural theory of infinite continuous groups, his method of moving frames, and the genesis of his geometrical theory of Lie groups.
- Discusses the origins of the theory of moving frames and the geometrical theory of Lie groups
- Reviews Cartan's revolutionary contributions to Lie group theory and differential geometry
- Evaluates many unpublished sources that shed light on important aspects of the historical development of Lie algebras
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