Abstract

We analyze two types of permutation orbifolds: (i) S2-orbifolds of the universal level k vertex operator algebra Vk(š”°š”©2) and of its simple quotient Lk(š”°š”©2), and (ii) the S3-orbifold of the level one simple vertex operator algebra L1(š”°š”©2). We determine their structures and discuss related W-algebras.

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