In this paper, we first construct some complete cotorsion pairs on the category ℂ N (𝒢) of
unbounded N-complexes of Grothendieck category 𝒢, from two given cotorsion pairs in 𝒢 …

Morita Theorems for Functor Categories Page 1 TRANSACTIONS OF THE AMERICAN
MATHEMATICAL SOCIETY Volume 168, June 1972 MORITA THEOREMS FOR FUNCTOR …

Cofunctors are a kind of map between categories which lift morphisms along an object
assignment. In this paper, we introduce cofunctors between categories enriched in a …

Commentationes Mathematicae Universitatis Carolinae Page 1 Commentationes
Mathematicae Universitatis Carolinae Jiří Adámek; Václav Koubek Cartesian closed functor-structured …

In this paper, the notion of cotorsion classes is introduced into the higher homological
algebra. Our results motivate the definition, showing that this notion of n-cotorsion classes …

One reason for the universal interest in Frobenius algebras is that their characterisation can
be formulated in arbitrary categories: a functor K: A→ B between categories is Frobenius if …

In this paper, we investigate the homotopy categories K (𝒳∩ 𝒴) and K (𝒳∩ 𝒴 ̃) with respect
to a complete and hereditary cotorsion pair (𝒳, 𝒴) in a bicomplete abelian category. We …

[1504.05271] Hearts of cotorsion pairs are functor categories over cohearts Skip to main
content Cornell University We gratefully acknowledge support from the Simons Foundation …

The derived category D [C, V] of the Grothendieck category of enriched functors [C, V], where
V is a closed symmetric monoidal Grothendieck category and C is a small V-category, is …