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Levi and Malcev Theorems for Finite-Dimensional Algebras from the Variety Defined by the Identities x2 = J( x,y, zu) =0 - MaRDI portal

Levi and Malcev Theorems for Finite-Dimensional Algebras from the Variety Defined by the Identities x2 = J( x,y, zu) =0 (Q5145584)

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scientific article; zbMATH DE number 7299359
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Levi and Malcev Theorems for Finite-Dimensional Algebras from the Variety Defined by the Identities x2 = J( x,y, zu) =0
scientific article; zbMATH DE number 7299359

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    Levi and Malcev Theorems for Finite-Dimensional Algebras from the Variety Defined by the Identities x2 = J( x,y, zu) =0 (English)
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    21 January 2021
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    Malcev theorem
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    Levi factor
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    splitting algebra
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    binary Lie algebra
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