4 citations · 7 across the 8 of their papers we have counts for
7 papers · 1 filter
Bi-representable bi-multicategories
Bojana Femić
We prove a two-dimensional version of Hermida's equivalence result on representable multicategories and classify its stricter versions. The obtained three-dimensional equivalence o…
Categorical centers and Yetter--Drinfel`d-modules as 2-categorical (bi)lax structures
Bojana Femić, Sebastian Halbig
The bicategorical point of view provides a natural setting for many concepts in the representation theory of monoidal categories. We show that centers of twisted bimodule categorie…
The semibicategory of Moore automata
Guido Boccali, Bojana Femić, Andrea Laretto +2
We study the semibicategory of "Moore automata": an arrangement of objects, 1- and 2-cells which is inherently and irredeemably nonunital in dimension one. Between t…
Bifunctor Theorem and strictification tensor product for double categories with lax double functors
Bojana Femić
We introduce a candidate for the inner hom for , the category of strict double categories and lax double functors, and characterize a lax double functor into it obta…
Internalization and enrichment via spans and matrices in a tricategory
Bojana Femić, Enrico Ghiorzi
We introduce categories $\M$ and internal in the tricategory $\Bicat_3$ of bicategories, pseudofunctors, pseudonatural transformations and modifications, for matrices and spans…
Enrichment and internalization in tricategories, the case of tensor categories and alternative notion to intercategories
Bojana Femić
This paper emerged as a result of tackling the following three issues. Firstly, we would like the well known embedding of bicategories into pseudo double categories to be monoidal,…
Alternative notion to intercategories: part I. A tricategory of double categories
Bojana Femić
This is a first of a series of two papers. Our motive is to tackle the question raised in Böhm's "The Gray Monoidal Product of Double Categories" from Applied Categorical Structure…