pointwiseDistribMulAction 📖 | CompOp | 48 mathmath: Quotient.map_ker_stabilizer_subtype, relNorm_smul, smul_closure, mem_pointwise_smul_iff_inv_smul_mem, exists_smul_eq_of_isGaloisGroup, subset_pointwise_smul_iff, LiesOver.smul, smul_sup, Quotient.stabilizerHom_surjective, pointwise_smul_subset_iff, instCovariantClassHSMulLe, Algebra.IsInvariant.exists_smul_of_under_eq, under_smul, IsDecompositionField.toIsGaloisGroup, card_stabilizer_eq, stabilizerEquiv_symm_apply_smul, IsPrime.smul_iff, isDecompositionField_iff, Quotient.stabilizerHom_surjective_of_profinite, inertia_le_stabilizer, Algebra.IsInvariant.orbit_eq_primesOver, Quotient.stabilizerHomSurjectiveAuxFunctor_aux, IsFractionRing.stabilizerHom_surjective, Quotient.stabilizerHom_apply, Algebra.IsInvariant.exists_smul_of_under_eq_of_profinite, Quotient.stabilizerQuotientInertiaEquiv_mk, instIsDecompositionFieldSubtypeMemIntermediateFieldIntermediateFieldAlgEquivSubgroupStabilizerIdealOfIsGalois, coe_smul_primesOver_mk, IsCyclotomicExtension.Rat.galEquivZMod_stabilizer, pointwise_smul_eq_comap, IsPrime.smul, IsFractionRing.stabilizerHom_apply_apply_mk, smul_mem_pointwise_smul, Quotient.ker_stabilizerHom, smul_bot, pointwise_smul_le_pointwise_smul_iff, card_stabilizer_eq_card_inertia_mul_finrank, pointwise_central_scalar, pointwise_smul_toAddSubgroup, smul_mem_pointwise_smul_iff, coe_smul_primesOver, exists_map_eq_of_isGalois, instNormalSubtypeMemSubgroupStabilizerSubgroupOfInertia, IsArithFrobAt.conj, pointwise_smul_toAddSubmonoid, mem_inv_pointwise_smul_iff, pointwise_smul_def, stabilizerEquiv_apply_smul
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