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We prove an extension of Rais' theorem on the coadjoint representation of certain graded
Lie algebras. As an application, we prove that, for the coadjoint representation of any
seaweed subalgebra in a general linear or symplectic Lie algebra, there is a generic
stabiliser and the field of invariants is rational. It is also shown that if the highest
root of a simple Lie algerba is not fundamental, then there is a parabolic subalgebra
whose coadjoint representation do not...
En esta nota se presenta en primer lugar una introducción autocontenida a la cohomología de álgebras de Lie, y en segundo lugar algunas de sus aplicaciones recientes en matemáticas y física.
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