WithAbs 📖 | CompData | 96 mathmath: AbsoluteValue.IsEquiv.isEmbedding_equivWithAbs, NumberField.InfinitePlace.Completion.isometry_extensionEmbeddingOfIsReal, WithAbs.instIsScalarTower_2, WithAbs.algebraMap_left_apply, WithAbs.congr_refl, NumberField.InfinitePlace.isometry_embedding, WithAbs.ofAbs_surjective, WithAbs.ofAbs_add, NumberField.InfiniteAdeleRing.algebraMap_apply, NumberField.InfinitePlace.Completion.norm_coe, WithAbs.ofAbs_neg, WithAbs.algebraMap_left_injective, WithAbs.algEquiv_symm_apply, WithAbs.map_id, WithAbs.isometry_of_comp, WithAbs.toAbs_sub, WithAbs.uniformSpace_comap_eq_of_comp, WithAbs.instUniformContinuousConstSMulReal, NumberField.InfinitePlace.Completion.isometry_extensionEmbedding, WithAbs.ofAbs_div, WithAbs.ofAbs_sub, WithAbs.congr_symm_apply, WithAbs.toAbs_div, AbsoluteValue.Completion.locallyCompactSpace, WithAbs.tendsto_one_div_one_add_pow_nhds_one, WithAbs.toAbs_surjective, NumberField.InfinitePlace.Completion.locallyCompactSpace, WithAbs.algebraMap_right_apply, WithAbs.toAbs_add, NumberField.InfinitePlace.Completion.extensionEmbeddingOfIsReal_coe, WithAbs.toAbs_one, WithAbs.toAbs_pow, WithAbs.toAbs_eq_zero, WithAbs.instFaithfulSMul_1, AbsoluteValue.IsEquiv.equivWithAbs_image_mem_nhds_zero, WithAbs.smul_left_def, WithAbs.instIsSeparable_1, WithAbs.instFiniteDimensional, WithAbs.ofAbs_one, WithAbs.toAbs_inv, WithAbs.ofAbs_mul, WithAbs.ofAbs_zero, NumberField.InfinitePlace.Completion.instIsTopologicalRing, WithAbs.norm_eq_abv, WithAbs.toAbs_injective, NumberField.InfinitePlace.Completion.extensionEmbedding_coe, NumberField.InfinitePlace.denseRange_algebraMap_pi, WithAbs.ofAbs_pow, WithAbs.congr_apply, WithAbs.equivWithAbs_equiv_symm_apply, NumberField.InfinitePlace.isometry_embedding_of_isReal, WithAbs.norm_toAbs_eq, WithAbs.equiv_equivWithAbs_symm_apply, AbsoluteValue.Completion.isClosedEmbedding_extensionEmbedding_of_comp, WithAbs.ofAbs_algebraMap, WithAbs.linearEquiv_symm_apply, AbsoluteValue.Completion.isometry_extensionEmbedding_of_comp, WithAbs.algEquiv_apply, WithAbs.map_apply, NumberField.InfinitePlace.Completion.algebraMap_coe, WithAbs.map_comp, WithAbs.congr_trans, WithAbs.isUniformInducing_of_comp, WithAbs.congr_symm, WithAbs.equivWithAbs_symm, WithAbs.norm_eq_apply_ofAbs, WithAbs.pseudoMetricSpace_induced_of_comp, WithAbs.equiv_apply, NumberField.AdeleRing.algebraMap_fst_apply, WithAbs.ofAbs_injective, WithAbs.linearEquiv_apply, WithAbs.instNontrivial, WithAbs.instFiniteDimensional_1, WithAbs.toAbs_mul, WithAbs.toAbs_zero, NumberField.InfiniteAdeleRing.norm_def, WithAbs.norm_eq_abv', NumberField.InfinitePlace.Completion.WithAbs.ratCast_equiv, WithAbs.instIsScalarTower, WithAbs.instIsScalarTower_1, WithAbs.ofAbs_inv, WithAbs.ofAbs_eq_zero, WithAbs.algebraMap_right_injective, WithAbs.instFaithfulSMul, WithAbs.instIsSeparable, WithAbs.ofAbs_bijective, NumberField.InfinitePlace.LiesOver.isometry_algebraMap, NumberField.InfinitePlace.Completion.Rat.norm_infinitePlace_completion, AbsoluteValue.Completion.extensionEmbedding_dist_eq_of_comp, WithAbs.equiv_symm_apply, AbsoluteValue.isEquiv_iff_isHomeomorph, AbsoluteValue.Completion.extensionEmbedding_of_comp_coe, WithAbs.toAbs_bijective, WithAbs.toAbs_neg, WithAbs.equivWithAbs_symm_equiv_symm_apply, WithAbs.smul_right_def
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