ring extension (changes) in nLab
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Context
Cohomology
Special and general types
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group cohomology, nonabelian group cohomology, Lie group cohomology
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cohomology with constant coefficients / with a local system of coefficients
Special notions
Variants
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differential cohomology
Operations
Theorems
Contents
Idea
The analog of group extensions for rings, classified by an analog of Schreier theory.
(…)
Properties
Everett’s theorem
(…)
References
A classical textbook account is in paragraphs 52-54 of
- Rédei, Algebra (1954) (web).
A more modern account is in
- M. Petrich, Ideal extensions of rings, Acta Mathematica Hungaria, volume 45, numbers 3-4 (1985)
See also
- Zachary Mesyan, The ideals of an ideal extension (arXiv:0909.0440)
Last revised on August 11, 2023 at 07:03:45. See the history of this page for a list of all contributions to it.