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Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.All
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Module documentation
Cyclotomic decomposition of the profinite unit group
The compiled child modules combine the local decompositions of all ℤ_[p]ˣ into a splitting of ℤ̂ˣ with one torsion-free profinite-integer factor and a product of finite groups.
Imports12
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.Basic
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.CyclotomicQuotient
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.Decomposition
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.DenseTorsion
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.FiniteFree
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.FiniteOrder
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.FreeCoordinate
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.Gather
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.Local
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.Swap
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.TorsionQuotientEquiv
- Nyll.GaloisCohomology.Kummer.Concrete.Cyclotomic.ProfiniteUnitDecomposition.TorsionQuotientMk
This module has no indexed declarations. Its imports and full source are available here.