All.lean
Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.All
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Module documentation
Padic actions on principal units
This aggregate exposes quotient and inverse-limit padic modules, their continuity, residue-characteristic actions, and prodiscrete topology comparisons.
Imports16
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.AdicPadicModule
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.AdicProdiscreteComparison
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.Core
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.FiniteQuotientPadicModule
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.InverseLimitCore
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.InverseLimitTopology
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.ProdiscretePadicModule
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.TopologyModelTypes
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.WithZeroValuationTopology
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.PadicReductionContinuous
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.PrimePowerExponent
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.QuotientPadicContinuity
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.QuotientPadicModule
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.QuotientTransition
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.ResidueCharPrincipalUnitModule
- Nyll.ValuedFieldTheory.LocalField.DiscreteValuationField.PrincipalUnitPadicAction.ResidueCharProdiscreteModule
This module has no indexed declarations. Its imports and full source are available here.