Peng Zhou

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notes:quantum-group-at-roots-of-unity

Quantum Group at roots of unity

One main obstacle for doing Mina's story for general 3-manifold, rather than just $\Sigma \times \R$, is that, the general $U_q(sl_2)$-representation has too many simple objects.

The usual RT / WZW / CS theory, by pass theory problem, by working with integral, rather than

notes/quantum-group-at-roots-of-unity.txt · Last modified: 2026/04/15 16:26 by pzhou