We show that the sectors with lowest weight h \geq 0, h \neq j^2, j \in (1/2)Z of the local net of von Neumann algebras on the circle generated by the Virasoro algebra with central charge c=1 have infinite statistical dimension.
The Virasoro algebra and sectors with infinite statistical dimension.
CARPI, Sebastiano
2003-01-01
Abstract
We show that the sectors with lowest weight h \geq 0, h \neq j^2, j \in (1/2)Z of the local net of von Neumann algebras on the circle generated by the Virasoro algebra with central charge c=1 have infinite statistical dimension.File in questo prodotto:
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