Pages that link to "Item:Q2018830"
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The following pages link to The homotopy category of \(N\)-complexes is a homotopy category (Q2018830):
Displaying 22 items.
- On the recollements of functor categories (Q726710) (← links)
- Another denormalization theorem for abelian chain complexes (Q752839) (← links)
- Numerably contractible categories (Q864969) (← links)
- Homotopy category of \(N\)-complexes of projective modules (Q908336) (← links)
- Topological model categories generated by finite complexes (Q1404216) (← links)
- \(N\)-complexes and Hopf algebras (Q1415523) (← links)
- On a strange homotopy category (Q1615038) (← links)
- A new approach to projectivity in the categories of complexes. II (Q2082411) (← links)
- Cartan-Eilenberg Gorenstein-injective \(m\)-complexes (Q2133188) (← links)
- Cartan-Eilenberg \(N\)-complexes with respect to self-orthogonal subcategories (Q2178628) (← links)
- A model structure on categories related to the categories of complexes (Q2203103) (← links)
- The homotopy category and derived category of \(N\)-complexes (Q2255077) (← links)
- Monoidal structures for \(N\)-complexes (Q2318343) (← links)
- Hereditary abelian model categories (Q2980181) (← links)
- The homotopy category of chain complexes is a homotopy category (Q3314580) (← links)
- Cohomology of torsion and completion of N-complexes (Q5066188) (← links)
- Cotorsion pairs and adjoint functors in the homotopy category of N-complexes (Q5133887) (← links)
- Cartan-Eilenberg Gorenstein projective <i>N</i>-complexes (Q5159792) (← links)
- THE HOMOTOPY CATEGORIES OF N-COMPLEXES OF INJECTIVES AND PROJECTIVES (Q5242971) (← links)
- Well generatedness and adjoints for homotopy categories of \(N\)-complexes (Q6164060) (← links)
- The Hurewicz model structure on simplicial \(R\)-modules (Q6638359) (← links)
- \(\otimes\)-pure model structure on the category of \(N\)-complexes (Q6659296) (← links)