Tomoaki Yatsui
Abstract
Under some condition we classify the prolongations of conformal subriemannian fundamental graded Lie algebras. Also we show the existence of a normal Cartan connection associated with a bracket generating regular conformal subriemannian manifold.
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Under some condition we classify the prolongations of conformal subriemannian fundamental graded Lie algebras. Also we show the existence of a normal Cartan connection associated with a bracket generating regular conformal subriemannian manifold.
Key concepts: Mathematics, Conformal map, Cartan matrix, Pure mathematics, Algebra over a field, Kac–Moody algebra, Cartan subalgebra, Killing form