VOA Dihedral U3C
The online database of Vertex Operator Algebras and Modular Categories (Version 0.5)
Terry Gannon, Gerald Höhn, Hiroshi Yamauchi, ...
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voa
- id
- name
- central_charge
- group
- character
q^(-2/33) (1 + 3*q^2 + 4*q^3 + 10*q^4 + 16*q^5 + 29*q^6 + 44*q^7 + 77*q^8 + 112*q^9 + 178*q^10 + ...)
- modules
- number
- weights
- 0, 2/11, 6/11, 1/11, 9/11
- mtc
- properties
- subvoas
- subvoa
- id
- orbit
- centralizer
- order
- length
- coset
-
- note
- there are 2^3-1=7 Virasoro vectors in V: 3 times L(1/2,0) and 3 times L(21/22,0) and the conformal vector.
- subvoa
- id
- note
- V decomposes into 3 irreducible modules of conformal weight 0, 2, 2 under this subalgebra
- references
- source
- note
- V is the extension L(1/2,0) x (L(21/22,0) + L(21/22,8)) + L(1/2,1/2) x (L(21/22,7/2) + L(21/22,45/2) + L(1/2,1/16) x (L(21/22,31/16) + L(21/22,175/16))
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