Ribbon tensor structure on the full representation categories of the singlet vertex algebras
T Creutzig, R McRae, J Yang - Advances in Mathematics, 2023 - Elsevier
We show that the category of finite-length generalized modules for the singlet vertex algebra
M (p), p∈ Z> 1, is equal to the category OM (p) of C 1-cofinite M (p)-modules, and that this …
M (p), p∈ Z> 1, is equal to the category OM (p) of C 1-cofinite M (p)-modules, and that this …
Ribbon tensor structure on the full representation categories of the singlet vertex algebras
T Creutzig, R McRae, J Yang - arXiv e-prints, 2022 - ui.adsabs.harvard.edu
We show that the category of finite-length generalized modules for the singlet vertex algebra
$\mathcal {M}(p) $, $ p\in\mathbb {Z} _ {> 1} $, is equal to the category $\mathcal {O} …
$\mathcal {M}(p) $, $ p\in\mathbb {Z} _ {> 1} $, is equal to the category $\mathcal {O} …
[PDF][PDF] RIBBON TENSOR STRUCTURE ON THE FULL REPRESENTATION CATEGORIES OF THE SINGLET VERTEX ALGEBRAS
T CREUTZIG, R MCRAE, J YANG - archive.ymsc.tsinghua.edu.cn
We show that the category of finite-length generalized modules for the singlet vertex algebra
M (p), p∈ Z> 1, is equal to the category OM (p) of C1-cofinite M (p)-modules, and that this …
M (p), p∈ Z> 1, is equal to the category OM (p) of C1-cofinite M (p)-modules, and that this …
Ribbon tensor structure on the full representation categories of the singlet vertex algebras
T Creutzig, R McRae, J Yang - arXiv preprint arXiv:2202.05496, 2022 - arxiv.org
We show that the category of finite-length generalized modules for the singlet vertex algebra
$\mathcal {M}(p) $, $ p\in\mathbb {Z} _ {> 1} $, is equal to the category $\mathcal {O} …
$\mathcal {M}(p) $, $ p\in\mathbb {Z} _ {> 1} $, is equal to the category $\mathcal {O} …