1999•Communications in Theoretical PhysicsRequires access

W ∞ Algebra and High-Order Virasoro Algebra

Zhao WeiZhong, Wang Hong, Zha ChaoZheng

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Abstract

We give the relation between W∞ algebra and high-order Virasoro algebra (HOVA), i.e., W∞ algebra is the limit of HOVA. Then we give the super high-order Virasoro algebra from super W∞ algebra.

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What this paper is about

We give the relation between W∞ algebra and high-order Virasoro algebra (HOVA), i.e., W∞ algebra is the limit of HOVA. Then we give the super high-order Virasoro algebra from super W∞ algebra.

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Available abstract

We give the relation between W∞ algebra and high-order Virasoro algebra (HOVA), i.e., W∞ algebra is the limit of HOVA. Then we give the super high-order Virasoro algebra from super W∞ algebra.

Key concepts: Virasoro algebra, Filtered algebra, Algebra over a field, Current algebra, Cellular algebra, Algebra representation, N = 2 superconformal algebra, Order (exchange)

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