H. Wenzl

activity

19962022

most citedRepresentations of the braid group B_3 and of SL(2,Z)

33 citations · 87 across the 13 of their papers we have counts for

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Showing 2020Show all

3 papers · 1 filter

hep-th2020

On SO $(N)$ spin vertex models

Vladimir Belavin, Doron Gepner, Hans Wenzl

We describe the Boltzmann weights of the $D_{k}$ algebra spin vertex models. Thus, we find the $S O (N)$ spin vertex models, for any $N$ , completing the $B_{k}$ case found earlier. We fu…

math.QA2020★ 3 cited

Dualities for spin representations

Hans Wenzl

Let $S$ be the spinor representation of $U_{q} so_{N}$ , for $N$ odd and $q^{2}$ not a rooot of unity. We show that the commutant of its action on $S^{\otimes n}$ is given by a…

math.QA2020

Braid Rigidity for Path Algebras

Lilit Martirosyan, Hans Wenzl

Path algebras are a convenient way of describing decompositions of tensor powers of an object in a tensor category. If the category is braided, one obtains representations of the b…

On SO(N) spin vertex models

Dualities for spin representations

Braid Rigidity for Path Algebras

On SO $(N)$ spin vertex models