Abstract Jonsson, H. 2023. Structure and representations of bimodule categories. Uppsala
Dissertations in Mathematics 133. Uppsala: Department of Mathematics. ISBN 978-91-506 …

Linear bicategories are a generalization of ordinary bicategories in which there are two
horizontal (1-cell) compositions corresponding to the “tensor” and “par” of linear logic …

Cells and 2-representations of bimodules over Nakayama algebras Page 1 UUDM Report
2020:2 Department of Mathematics Uppsala University Cells and 2-representations of …

We use the theory of Tambara modules to extend and generalize the reconstruction theorem
for module categories over a rigid monoidal category to the nonrigid case. We show a …

Bisets as Categories and Tensor Product of Induced Bimodules Page 1 Appl Categor Struct
(2010) 18:517–521 DOI 10.1007/s10485-008-9180-1 Bisets as Categories and Tensor …

To a B-coring and a (B, A)-bimodule that is finitely generated and projective as a right A-
module an A-coring is associated. This new coring is termed a base ring extension of a …

We define a notion of tensor product of bimodule categories and prove that with this product
the 2-category of C-bimodule categories for fixed tensor C is a monoidal 2-category in the …

This thesis investigates duals in tricategories. We develop different notions of duals in
general tricategories, that are motivated from geometric applications. Furthermore we show …

We introduce morphisms V→ W of bicategories, more general than the original ones of
Bénabou. When V= 1, such a morphism is a category enriched in the bicategory W …

In some bicategories, the 1-cells aremorphisms' between the 0-cells, such as functors
between categories, but in others they areobjects' over the 0-cells, such as bimodules …