Yan Wang, Jie Lin, Shaoqiang Deng
Abstract
All finite-dimensional indecomposable solvable Lie algebras š¤, having the quasifiliform Lie algebra as the nilradical, are constructed and classified. It turns out that the dimension of š¤ is at most .
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All finite-dimensional indecomposable solvable Lie algebras š¤, having the quasifiliform Lie algebra as the nilradical, are constructed and classified. It turns out that the dimension of š¤ is at most .
Key concepts: Mathematics, Indecomposable module, Lie conformal algebra, Pure mathematics, Killing form, Lie algebra, Adjoint representation of a Lie algebra, Algebra over a field