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Some Structural Properties of Semidirect Sums of \(\mathfrak{so}(3)\) and Abelian Lie Algebras

Rutwig Campoamor-Stursberg

Abstract: Various structural properties of semidirect sums of the rotation Lie algebra of rank one and an Abelian algebra described in terms of real representations with at most two irreducible constituents are obtained. The stability properties of these semidirect sums are studied by means of the cohomological and the Jacobi scheme methods.
Keywords: structural / Lie / properties of these semidirect sums / mathfrak / Jacobi / rank

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