Pages that link to "Item:Q4941505"
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The following pages link to Pure morphisms of commutative rings are effective descent morphisms for modules. A new proof (Q4941505):
Displaying 22 items.
- Effective codescent morphisms in the varieties determined by convergent term rewriting systems. (Q278228) (← links)
- Pure morphisms are effective for modules (Q395677) (← links)
- Descent in triangulated categories (Q422377) (← links)
- On comonadicity of the extension-of-scalars functors (Q855971) (← links)
- A recognition principle for the existence of descent data (Q897103) (← links)
- Descent in \(*\)-autonomous categories (Q952244) (← links)
- Galois functors and entwining structures (Q986526) (← links)
- Morita theory for corings and cleft entwining structures. (Q1883057) (← links)
- Effective codescent morphisms in locally presentable categories (Q1948515) (← links)
- Effective codescent morphisms in some varieties of universal algebras (Q2015827) (← links)
- Descent of Hilbert \(C^*\)-modules (Q2032756) (← links)
- Hilbert's theorem 90 in monoidal categories (Q2132452) (← links)
- Pure descent for projectivity of modules (Q2222862) (← links)
- Valuation rings are derived splinters (Q2231152) (← links)
- Descent in locally presentable categories (Q2254578) (← links)
- What are effective descent morphisms of Priestley spaces? (Q2447137) (← links)
- A self-dual integral form of the moonshine module (Q2633049) (← links)
- On some properties of pure morphisms of commutative rings (Q2783425) (← links)
- Comodules and Corings (Q3053863) (← links)
- Galois theory for comatrix corings: Descent theory, Morita theory, Frobenius and separability properties (Q3420307) (← links)
- Effective descent morphisms for Banach modules (Q4639644) (← links)
- On the canonical, fpqc, and finite topologies on affine schemes. The state of the art (Q5075124) (← links)
