An algebraic theory for logarithmic Kazhdan-Lusztig correspondences
T Creutzig, S Lentner, M Rupert - arXiv preprint arXiv:2306.11492, 2023 - arxiv.org
Let $\mathcal {U} $ be a braided tensor category, typically unknown, complicated and in
particular non-semisimple. We characterize $\mathcal {U} $ under the assumption that there …
particular non-semisimple. We characterize $\mathcal {U} $ under the assumption that there …
An algebraic theory for logarithmic Kazhdan-Lusztig correspondences
T Creutzig, S Lentner, M Rupert - arXiv e-prints, 2023 - ui.adsabs.harvard.edu
Abstract Let $\mathcal {U} $ be a braided tensor category, typically unknown, complicated
and in particular non-semisimple. We characterize $\mathcal {U} $ under the assumption …
and in particular non-semisimple. We characterize $\mathcal {U} $ under the assumption …
[引用][C] An algebraic theory for logarithmic Kazhdan-Lusztig correspondences
T Creutzig, S Lentner, M Rupert - inspirehep.net
Let $\mathcal {U} $ be a braided tensor category, typically unknown, complicated and in
particular non-semisimple. We characterize $\mathcal {U} $ under the assumption that there …
particular non-semisimple. We characterize $\mathcal {U} $ under the assumption that there …