A Combinatorial Realization of the Heisenberg Action on the Space of Conformal Blocks
نویسنده
چکیده
In this article we construct a combinatorial counterpart of the action of a certain Heisenberg group on the space of conformal blocks which was studied by Andersen-Masbaum [1] and Blanchet-Habegger-Masbaum-Vogel [5]. It is a non-abelian analogue of the description of the Heisenberg action on the space of theta functions.
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