Surjective 📖 | CompData | 36 mathmath: Surjective.instFstScheme, descendsAlong_isOpenImmersion_surjective_inf_flat_inf_quasicompact', descendsAlong_universallyClosed_surjective_inf_flat_inf_quasicompact, UniversallyInjective.iff_diagonal, Scheme.exists_hom_isAffine_of_isLocalAtSource, descendsAlong_isomorphisms_surjective_inf_flat_inf_quasicompact, surjective_isZariskiLocalAtTarget, Surjective.instIsStableUnderBaseChangeScheme, instIsMultiplicativeSchemeSurjective, instDescendsAlongSchemeMinMorphismPropertySurjectiveFlatLocallyOfFinitePresentationOfQuasiCompactOfIsZariskiLocalAtTarget, Surjective.sigmaDesc_of_union_range_eq_univ, Flat.flat_and_surjective_iff_faithfullyFlat_of_isAffine, Surjective.of_universallyClosed_of_isDominant, instHasOfPrecompPropertySchemeSurjective, instSurjectiveOfGeometricallyIrreducible, instSurjectiveOfIsIsoScheme, instSurjectiveCompScheme, instRespectsIsoSchemeSurjective, isIso_iff_isOpenImmersion_and_surjective, surjective_iff, instSurjectiveOfNonemptyOfSubsingletonCarrierCarrierCommRingCat, instSurjectiveDescI₀SchemeF, Surjective.of_comp, universallyInjective_eq_diagonal, Surjective.comp_iff, Surjective.instSndScheme, Flat.surjective_descendsAlong_surjective_inf_flat_inf_quasicompact, isomorphisms_eq_isOpenImmersion_inf_surjective, instSurjectiveOfGeometricallyIntegral, surjective_eq_topologically, flat_and_surjective_SpecMap_iff, AffineSpace.instSurjectiveOverSchemeInferInstanceOverClass, Scheme.exists_hom_isAffine_of_isZariskiLocalAtSource, surjective_of_isDominant_of_isClosed_range, descendsAlong_universallyOpen_surjective_inf_flat_inf_quasicompact, descendsAlong_universallyInjective_surjective_inf_flat_inf_quasicompact
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