AbsoluteValue 📖 | CompData | 154 mathmath: AbsoluteValue.map_neg, NumberField.InfinitePlace.Completion.isometry_extensionEmbeddingOfIsReal, NumberField.InfinitePlace.isNontrivial, NumberField.InfinitePlace.eq_iff_isEquiv, Polynomial.cardPowDegree_zero, NumberField.prod_nonarchAbsVal_eq, Height.mulHeight₁_eq, NumberField.isInfinitePlace_iff, Polynomial.exists_partition_polynomial, NumberField.InfinitePlace.isometry_embedding, Padic.complete', AbsoluteValue.map_units_intCast, AbsoluteValue.coe_mk, AbsoluteValue.IsEuclidean.sub_mod_lt, IsDedekindDomain.HeightOneSpectrum.intAdicAbv_le_one, AbsoluteValue.eq_zero, NumberField.InfiniteAdeleRing.algebraMap_apply, AbsoluteValue.abs_abv_sub_le_abv_sub, padicNormE.nonarchimedean', Polynomial.exists_partition_polynomial_aux, NumberField.InfinitePlace.Completion.norm_coe, padicNormE.image', AbsoluteValue.eq_on_nat_iff_eq_on_int, NumberField.InfinitePlace.coe_apply, padicNormE.eq_padic_norm', AbsoluteValue.isEquiv_iff_lt_one_iff, AbsoluteValue.map_sub_eq_zero_iff, NumberField.RingOfIntegers.HeightOneSpectrum.adicAbv_intCast_le_one, NumberField.InfinitePlace.Completion.isometry_extensionEmbedding, IsDedekindDomain.HeightOneSpectrum.isNonarchimedean_adicAbv, AbsoluteValue.apply_nat_le_self, AbsoluteValue.IsEquiv.le_one_iff, Rat.AbsoluteValue.exists_nat_rpow_iff_isEquiv, Rat.AbsoluteValue.equiv_on_nat_iff_equiv, padicNormE.defn, NumberField.InfinitePlace.Completion.locallyCompactSpace, padicNormE.add_eq_max_of_ne', AbsoluteValue.coe_toMonoidHom, Polynomial.contentIdeal_eq_top_iff_forall_gaussNorm_eq_one, Rat.AbsoluteValue.equiv_real_or_padic, AbsoluteValue.abs_apply, Polynomial.gaussNorm_intAdicAbv_le_one, Polynomial.gaussNorm_lt_one_iff_contentIdeal_le, AbsoluteValue.le_sub, NumberField.InfinitePlace.Completion.extensionEmbeddingOfIsReal_coe, AbsoluteValue.IsEquiv.lt_iff_lt, NumberField.InfinitePlace.isInfinitePlace, IsDedekindDomain.HeightOneSpectrum.isNonarchimedean_intAdicAbv, NumberField.InfinitePlace.smul_coe_apply, NumberField.place_apply, IsAbsoluteValue.toAbsoluteValue_apply, Padic.padicNormE.is_norm, IsDedekindDomain.HeightOneSpectrum.intAdicAbv_lt_one_iff, NumberField.RingOfIntegers.HeightOneSpectrum.adicAbv_natCast_le_one, Rat.AbsoluteValue.padic_eq_padicNorm, NumberField.isFinitePlace_iff, AbsoluteValue.exists_one_lt_lt_one_pi_of_not_isEquiv, AbsoluteValue.pos, AbsoluteValue.IsEquiv.lt_one_iff, AbsoluteValue.nonneg, NumberField.RingOfIntegers.HeightOneSpectrum.adicAbv_def, AbsoluteValue.pos_iff, AbsoluteValue.IsEquiv.le_iff_le, AbsoluteValue.IsEquiv.log_div_log_pos, Height.mulHeight_eq, NumberField.FinitePlace.coe_apply, AbsoluteValue.map_units_int_smul, Height.AdmissibleAbsValues.mulSupport_finite, AbsoluteValue.ext_iff, Polynomial.cardPowDegree_apply, Padic.complete'', MulRingNorm.mulRingNormEquivAbsoluteValue_symm_apply, Polynomial.exists_approx_polynomial, IsDedekindDomain.HeightOneSpectrum.adicAbv_coe_le_one, WithAbs.norm_eq_abv, AbsoluteValue.nonnegHomClass, AbsoluteValue.trivial_apply, AbsoluteValue.IsAdmissible.exists_approx, AbsoluteValue.IsEuclidean.map_lt_map_iff', AbsoluteValue.IsEquiv.eq_iff_eq, NumberField.count_multisetInfinitePlace_eq_mult, AbsoluteValue.nonpos_iff, AbsoluteValue.monoidWithZeroHomClass, AbsoluteValue.le_add, NumberField.InfinitePlace.Completion.extensionEmbedding_coe, NumberField.InfinitePlace.denseRange_algebraMap_pi, Padic.exi_rat_seq_conv, AbsoluteValue.coe_toMulHom, AbsoluteValue.IsAdmissible.exists_partition, AbsoluteValue.not_isNontrivial_iff, MulRingNorm.mulRingNormEquivAbsoluteValue_apply, AbsoluteValue.hasBasis_uniformity, IsDedekindDomain.HeightOneSpectrum.intAdicAbv_eq_one_iff, NumberField.InfinitePlace.isometry_embedding_of_isReal, AbsoluteValue.exists_one_lt_lt_one_of_not_isEquiv, AbsoluteValue.IsAdmissible.exists_partition', Rat.AbsoluteValue.padic_le_one, AbsoluteValue.sum_le, AbsoluteValue.zeroHomClass, NumberField.RingOfIntegers.HeightOneSpectrum.isNonarchimedean_adicAbv, IsDedekindDomain.HeightOneSpectrum.adicAbv_of_algebraMap, AbsoluteValue.map_units_int, AbsoluteValue.IsEquiv.one_lt_iff, NumberField.InfinitePlace.Completion.extensionEmbedding_of_isReal_coe, AbsoluteValue.IsEquiv.eq_one_iff, AbsoluteValue.mulHomClass, AbsoluteValue.map_pow, AbsoluteValue.map_sub, NumberField.AdeleRing.algebraMap_fst_apply, AbsoluteValue.map_prod, Padic.rat_dense', AbsoluteValue.not_isNontrivial_apply, Polynomial.cardPowDegree_nonzero, AbsoluteValue.sub_le, Rat.AbsoluteValue.eq_on_nat_iff_eq, AbsoluteValue.IsAdmissible.exists_approx_aux, Rat.AbsoluteValue.real_eq_abs, NumberField.InfinitePlace.Completion.isometry_extensionEmbedding_of_isReal, NumberField.toNNReal_valued_eq_adicAbv, AbsoluteValue.add_le, AbsoluteValue.instMulRingNormClassOfNontrivialOfIsDomain, AbsoluteValue.subadditiveHomClass, AbsoluteValue.IsEquiv.one_le_iff, NumberField.mem_multisetInfinitePlace, AbsoluteValue.IsEuclidean.map_lt_map_iff, AbsoluteValue.IsNontrivial.exists_abv_lt_one, NumberField.FinitePlace.isFinitePlace, AbsoluteValue.apply_natAbs_eq, AbsoluteValue.isEquiv_iff_exists_rpow_eq, NumberField.InfinitePlace.Completion.WithAbs.ratCast_equiv, NumberField.prod_archAbsVal_eq, AbsoluteValue.isAbsoluteValue, AbsoluteValue.listSum_le, AbsoluteValue.map_zero, AbsoluteValue.map_mul, Height.AdmissibleAbsValues.product_formula, AbsoluteValue.coe_toMonoidWithZeroHom, AbsoluteValue.sub_le_add, NumberField.InfinitePlace.Completion.Rat.norm_infinitePlace_completion, AbsoluteValue.IsNontrivial.exists_abv_gt_one, Rat.AbsoluteValue.apply_le_sum_digits, Polynomial.isPrimitive_iff_forall_gaussNorm_eq_one, IsDedekindDomain.HeightOneSpectrum.adicAbv_coe_eq_one_iff, NumberField.RingOfIntegers.HeightOneSpectrum.adicAbv_add_le_max, IsDedekindDomain.HeightOneSpectrum.adicAbv_coe_lt_one_iff, AbsoluteValue.IsEquiv.log_div_log_eq_log_div_log, NumberField.FinitePlace.norm_def, NumberField.mixedEmbedding.convexBodySum_mem, AbsoluteValue.exists_lt_one_one_le_of_not_isEquiv, ClassGroup.exists_mem_finset_approx', Finset.max_abv_sum_one_le, ClassGroup.exists_mem_finsetApprox, AbsoluteValue.map_one, IsDedekindDomain.HeightOneSpectrum.adicAbv_of_mk'
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