The Relative Deligne Tensor Product over Pointed Braided Fusion Categories
arXiv:2203.10331 · doi:10.1016/j.jalgebra.2022.12.029
Abstract
We give a formula for the relative Deligne tensor product of two indecomposable finite semisimple module categories over a pointed braided fusion category over an algebraically closed field.
arXiv commentMinor corrections
References in corpus (6)
- Monoidal 2-structure of Bimodule Categories
- The balanced tensor product of module categories
- On the Equivalence of Module Categories over a Group-Theoretical Fusion Category
- Cyclic extensions of fusion categories via the Brauer-Picard groupoid
- The Brauer-Picard group of the representation category of finite supergroup algebras
- The 2-Deligne Tensor Product