Add to ORKGWe extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Given a generating set of compact objects in a compactly generated triangulated category T we define notions of monomorphism, exactness and injectivity relative to this set
Krause H. Deriving Auslander's Formula. Documenta Mathematica. 2015;20:669-688.Auslander's formula s...
Notions and techniques of enriched category theory can be used to study topological structures, lik...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
We extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Give...
Injectivity of objects with respect to a set H of morphisms is an important concept of algebra and h...
We give criteria for subcategories of a compactly generated algebraic triangulated category to be pr...
ABSTRACT. Injectivity with respect to morphisms having λ-presentable domains and codomains is charac...
AbstractConcrete quasitopoi are characterized as the injectives among concrete, finitely complete ca...
The thesis studies the telescope conjecture for algebraic compactly generated triangulated categorie...
AbstractWe investigate injectivity in a comma-category C/B using the notion of the “object of sectio...
Abstract. In the work of Hoshino, Kato and Miyachi, [11], the authors look at t-structures induced b...
Injectivity in a comma-category C/B is investigated using the notion of the “object of sections” S...
Given a fixed tensor triangulated category S we consider triangulated categories T together with an...
AbstractWe show that Quillenʼs small object argument works for exact categories under very mild cond...
Given a fixed tensor triangulated category S we consider triangulated categories T together with an ...
Krause H. Deriving Auslander's Formula. Documenta Mathematica. 2015;20:669-688.Auslander's formula s...
Notions and techniques of enriched category theory can be used to study topological structures, lik...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...
We extend ideas and results of Benson and Krause on pure-injectives in triangulated categories. Give...
Injectivity of objects with respect to a set H of morphisms is an important concept of algebra and h...
We give criteria for subcategories of a compactly generated algebraic triangulated category to be pr...
ABSTRACT. Injectivity with respect to morphisms having λ-presentable domains and codomains is charac...
AbstractConcrete quasitopoi are characterized as the injectives among concrete, finitely complete ca...
The thesis studies the telescope conjecture for algebraic compactly generated triangulated categorie...
AbstractWe investigate injectivity in a comma-category C/B using the notion of the “object of sectio...
Abstract. In the work of Hoshino, Kato and Miyachi, [11], the authors look at t-structures induced b...
Injectivity in a comma-category C/B is investigated using the notion of the “object of sections” S...
Given a fixed tensor triangulated category S we consider triangulated categories T together with an...
AbstractWe show that Quillenʼs small object argument works for exact categories under very mild cond...
Given a fixed tensor triangulated category S we consider triangulated categories T together with an ...
Krause H. Deriving Auslander's Formula. Documenta Mathematica. 2015;20:669-688.Auslander's formula s...
Notions and techniques of enriched category theory can be used to study topological structures, lik...
Triangulated categories were introduced in the mid 1960’s by J.L. Verdier in his thesis, reprinted i...