Laurent Vera

most citedDerived superequivalences for spin symmetric groups and odd sl(2)-categorifications

3 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

math.RT2022★ 3 cited

Derived superequivalences for spin symmetric groups and odd sl(2)-categorifications

Mark Ebert, Aaron D. Lauda, Laurent Vera

We show that actions of the odd categorification of sl(2) induce derived superequivalences analogous to those introduced by Chuang and Rouquier. Using Kang, Kashiwara, and Oh's act…

math.RT2020

Faithfulness of simple 2-representations of $sl_{2}$

Laurent Vera

Let $U$ be the 2-category associated with $sl_{2}$ . We prove that a complex of 1-morphisms of $U$ is null-homotopic if and only if its image in every sim…

math.QA2020

Categorification of the adjoint action of quantum groups

Laurent Vera

Let $U$ be a quantized enveloping algebra. We consider the adjoint action of an $sl_{2}$ -subalgebra of $U$ on a subalgebra of $U^{+}$ that is maximal integrable for this act…

Derived superequivalences for spin symmetric groups and odd sl(2)-categorifications

Faithfulness of simple 2-representations of sl2​

Categorification of the adjoint action of quantum groups

Faithfulness of simple 2-representations of $sl_{2}$