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Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.All
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Module documentation
Frobenius and Hilbert class-field definitions
This aggregate collects arithmetic Frobenius, splitting and unramified place conditions, Hilbert class fields, and fractional ideals of number fields.
Imports9
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.ArithmeticFrobeniusAt
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.FinitePrimeFractionalIdeal
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.FinitePrimeSplitsCompletely
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.IsBigHilbertClassField
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.IsEverywhereUnramified
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.IsSmallHilbertClassField
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.IsUnramifiedAtFinitePlaces
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.NumberFieldFractionalIdealGroup
- Nyll.ClassFieldTheory.Definitions.FrobeniusAndHilbertClassFields.NumberFieldFractionalIdealFactorization
Imported by1
This module has no indexed declarations. Its imports and full source are available here.