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Journal Articles Journal of Lie Theory Year : 2022

Primitive Lie algebras of rational vector fields

Abstract

A transitive Lie algebra g of rational vector fields on a projective manifold which do not preserve any foliation determines a rational map to an algebraic homogenous space G/H which maps g to lie(G).
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Dates and versions

hal-02905573 , version 1 (23-07-2020)
hal-02905573 , version 2 (08-02-2021)
hal-02905573 , version 3 (15-10-2022)

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Cite

Guy Casale, Frank Loray, Jorge Vitório Pereira, Frédéric Touzet. Primitive Lie algebras of rational vector fields. Journal of Lie Theory, 2022, 32 (4), pp.1125-1138. ⟨hal-02905573v3⟩
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