Lie superalgebra (Q2169)

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generalization of a Lie algebra with β„€/2 grading
  • super Lie algebra
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Lie superalgebra
generalization of a Lie algebra with β„€/2 grading
  • super Lie algebra

Statements

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𝔀=𝔀0βŠ•π”€1[𝔀i,𝔀j]βŠ‚π”€(i+j)mod20=[x,y]+(βˆ’1)|x||y|[y,x]0=(βˆ’1)|x||z|[x,[y,z]]+(βˆ’1)|y||x|[y,[z,x]]+(βˆ’1)|z||y|[z,[x,y]]0=[x,x](xβˆˆπ”€0)0=[x,[x,x]](xβˆˆπ”€1)
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Identifiers

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/m/01rghv
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Lie-Superalgebra
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4304027-5
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03547128X
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30 March 2018
78804095
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mathematics/lie-superalgebra
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super Lie algebra
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LieSuperalgebra
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