Bai Ruip
Abstract
The structure of a class of solvable Lie algebras which with special Filiform nilpotent radicals was discussed.The structure of derivation algebras and the concrete expression of every derivation were studied.This class of Lie algebras are complete Lie algebras was proved.
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The structure of a class of solvable Lie algebras which with special Filiform nilpotent radicals was discussed.The structure of derivation algebras and the concrete expression of every derivation were studied.This class of Lie algebras are complete Lie algebras was proved.
Key concepts: Mathematics, Killing form, Adjoint representation of a Lie algebra, Pure mathematics, Class (philosophy), Nilpotent, Lie algebra, Lie conformal algebra