📁 Source: Mathlib/GroupTheory/IndexNormal.lean
normal_of_index_eq_minFac_card
normal_of_index_eq_one
normal_of_index_eq_two
index
Nat.minFac
Nat.card
Normal
Nat.minFac_zero
Nat.minFac_one
Nat.finite_of_card_ne_zero
index_ne_zero_of_finite
finite_quotient_of_finiteIndex
finiteIndex_of_finite
mul_left_inj'
IsCancelMulZero.toIsRightCancelMulZero
Nat.instIsCancelMulZero
one_mul
relIndex_mul_index
normalCore_le
Nat.minFac_prime
MulAction.left_quotientAction
normalCore_eq_ker
index_ker
index_eq_card
Nat.card_perm
card_subgroup_dvd_card
dvd_antisymm
Unique.instSubsingleton
Nat.Coprime.dvd_mul_right
Nat.Prime.ne_one
index_dvd_of_le
Nat.coprime_factorial_iff
lt_of_lt_of_le
Nat.Prime.ne_zero
Nat.minFac_le_of_dvd
Nat.Prime.two_le
dvd_trans
Nat.minFac_dvd
index_dvd_card
Nat.mul_factorial_pred
le_antisymm
relIndex_eq_one
normalCore_normal
index_eq_one
normal_top
mul_mem_iff_of_index_two
SubgroupClass.toInvMemClass
instSubgroupClass
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