Infinite dimensional Lie and Jordan algebras (Q2504882)

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Infinite dimensional Lie and Jordan algebras
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    Infinite dimensional Lie and Jordan algebras (English)
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    28 September 2006
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    This paper offers an attractive survey of structural results for infinite-dimensional Lie and Jordan algebras that are graded over the integers, so that all homogeneous components have finite dimension. Among others, recent results on graded prime Lie algebras of finite growth are presented.
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    Infinite dimensional Lie algebra
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    Infinite dimensional Jordan algebra
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    superalgebra
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    graded prime Lie algebras of finite growth
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