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Lie solvability and the identity \([x_{1},y_{1}][x_{2},y_{2}]\cdots[x_{q},y_{q}]=0\) in certain matrix algebras - MaRDI portal

Lie solvability and the identity \([x_{1},y_{1}][x_{2},y_{2}]\cdots[x_{q},y_{q}]=0\) in certain matrix algebras (Q2404973)

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Lie solvability and the identity \([x_{1},y_{1}][x_{2},y_{2}]\cdots[x_{q},y_{q}]=0\) in certain matrix algebras
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    Lie solvability and the identity \([x_{1},y_{1}][x_{2},y_{2}]\cdots[x_{q},y_{q}]=0\) in certain matrix algebras (English)
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    21 September 2017
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    Lie nilpotent
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    Lie solvable
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    commutator
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    polynomial identity
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    structural matrix algebra
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    Grassmann algebra
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    dimension
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