ValuativeRel
📁 Source: ClassFieldTheory/Mathlib/RingTheory/Valuation/ValuativeRel.lean
Statistics
| Metric | Count |
DefinitionsinstSubtypeMem_classFieldTheory | 1 |
Theoremscompatible_map, algebraMap_eq, algebraMap_le, algebraMap_lt, inst_classFieldTheory, trans, ext_of_field, ext_of_field_iff, instValuativeExtensionSubtypeMem_classFieldTheory, instValuativeExtensionSubtypeMem_classFieldTheory_1, ne_zero, subringclassRel_eq, subringclassRel_iff, unitsMap_valuation_surjective, vle_iff_div_vle_one | 15 |
| Total | 16 |
Valuation
Theorems
ValuativeExtension
Theorems
ValuativeRel
Definitions
| Name | Category | Theorems |
instSubtypeMem_classFieldTheory 📖 | CompOp | 11 mathmath: subringclassRel_iff, IsNonarchimedeanLocalField.instSubtypeMemIntermediateField_classFieldTheory, subringclassRel_eq, IsNonarchimedeanLocalField.e_fieldRange, instValuativeExtensionSubtypeMem_classFieldTheory, instValuativeExtensionSubtypeMem_classFieldTheory_1, IsNonarchimedeanLocalField.le_maximalUnramified_iff, IsNonarchimedeanLocalField.instIsUnramifiedSubtypeMemIntermediateFieldMaximalUnramified, IsNonarchimedeanLocalField.instIsUnramifiedSubtypeMemIntermediateFieldFieldRange, IsNonarchimedeanLocalField.f_fieldRange, IsNonarchimedeanLocalField.InUnramified.intermediateField
|
Theorems
ValuativeRel.posSubmonoid
Theorems
| Name | Kind | Assumes | Proves | Validates | Depends On |
ne_zero 📖 | — | — | — | — | — |
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