Conservative algebras of 2-dimensional algebras

Abstract

We describe derivations and subalgebras of codimensions 1 of conservative algebras of small dimensions.

References in corpus (6)

• $\delta$-superderivations of simple finite-dimensional Jordan and Lie superalgebras
• $\delta$-derivations of simple Jordan algebras and superalgebras
• $\delta$-derivations of classical Lie superalgebras
• $\delta$-superderivations of semisimple Jordan superalgebras
• Conservative algebras of $2$-dimensional algebras, II
• δ-derivations of semisimple structurable algebras

Cited by in corpus (10)

• The variety of $2$-dimensional algebras over an algebraically closed field
• The algebraic and geometric classification of nilpotent terminal algebras
• The classification of $2$-dimensional rigid algebras
• Non-associative algebraic structures: classification and structure
• Conservative algebras of $2$-dimensional algebras, II
• On the Kantor product, II
• One-generated nilpotent terminal algebras
• On The Kantor Product
• The universal conservative superalgebra
• Conservative algebras of $2$-dimensional algebras, IV