Periodic automorphisms of Takiff algebras, contractions, and $θ$-groups

Mathematics – Representation Theory

Scientific paper

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21 pages

Scientific paper

Let $q$ be an algebraic Lie algebra and $q$ a (generalised) Takiff
algebra. Any finite order automorphism $\theta$ of $q$ induces an automorphisms
of $q$ of the same order, denoted $\Theta$. We study invariant-theoretic
properties of representations of the fixed point subalgebra of $\Theta$ on
other eigenspaces of $\Theta$ in $q$.

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