Trace of the twisted Heisenberg Category
Quantum Algebra
2017-10-25 v3 Representation Theory
Abstract
We show that the trace decategorification, or zeroth Hochschild homology, of the twisted Heisenberg category defined by Cautis and Sussan is isomorphic to a quotient of , a subalgebra of defined by Kac, Wang, and Yan. Our result is a twisted analogue of that by Cautis, Lauda, Licata, and Sussan relating and the trace decategorification of the Heisenberg category.
Keywords
Cite
@article{arxiv.1702.08108,
title = {Trace of the twisted Heisenberg Category},
author = {Can Ozan Oğuz and Michael Reeks},
journal= {arXiv preprint arXiv:1702.08108},
year = {2017}
}
Comments
To appear in Communications in Math. Physics, 36 pages, tikz diagrams