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2025-02-14 19:33
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feat(RingTheory): frobenius elements (
#21770
)
Estimated changes
Modified
Mathlib.lean
Modified
Mathlib/Algebra/CharP/Algebra.lean
added
theorem
CharP.dvd_of_ringHom
added
theorem
CharP.of_ringHom_of_ne_zero
Modified
Mathlib/Algebra/Group/Subgroup/Basic.lean
added
def
AddSubgroup.inertia
added
theorem
AddSubgroup.mem_inertia
Created
Mathlib/RingTheory/Frobenius.lean
added
theorem
AlgHom.IsArithFrobAt.apply_of_pow_eq_one
added
theorem
AlgHom.IsArithFrobAt.card_pos
added
theorem
AlgHom.IsArithFrobAt.comap_eq
added
theorem
AlgHom.IsArithFrobAt.eq_of_isUnramifiedAt
added
theorem
AlgHom.IsArithFrobAt.finite_quotient
added
theorem
AlgHom.IsArithFrobAt.isArithFrobAt_localize
added
theorem
AlgHom.IsArithFrobAt.le_comap
added
def
AlgHom.IsArithFrobAt.localize
added
theorem
AlgHom.IsArithFrobAt.localize_algebraMap
added
theorem
AlgHom.IsArithFrobAt.mk_apply
added
def
AlgHom.IsArithFrobAt.restrict
added
theorem
AlgHom.IsArithFrobAt.restrict_apply
added
theorem
AlgHom.IsArithFrobAt.restrict_injective
added
theorem
AlgHom.IsArithFrobAt.restrict_mk
added
def
AlgHom.IsArithFrobAt
added
theorem
IsArithFrobAt.conj
added
theorem
IsArithFrobAt.exists_of_isInvariant
added
theorem
IsArithFrobAt.exists_primesOver_isConj
added
theorem
IsArithFrobAt.mul_inv_mem_inertia
added
def
arithFrobAt
added
theorem
isConj_arithFrobAt
Modified
Mathlib/RingTheory/Invariant.lean
Modified
Mathlib/RingTheory/Localization/Defs.lean
added
theorem
IsLocalization.mk'_neg
added
theorem
IsLocalization.mk'_sub
Modified
Mathlib/RingTheory/Polynomial/Cyclotomic/Basic.lean
Modified
Mathlib/RingTheory/RootsOfUnity/PrimitiveRoots.lean
added
theorem
IsPrimitiveRoot.existsUnique
added
theorem
IsPrimitiveRoot.exists_pos
modified
theorem
IsPrimitiveRoot.nthRoots_one_eq_biUnion_primitiveRoots'
modified
theorem
IsPrimitiveRoot.nthRoots_one_eq_biUnion_primitiveRoots
added
theorem
IsPrimitiveRoot.«exists»
Modified
Mathlib/RingTheory/Unramified/Basic.lean
added
theorem
Algebra.FormallyUnramified.ext_of_iInf
Modified
Mathlib/RingTheory/Unramified/Locus.lean