QuasiCompact ð | CompData | 49 mathmath: descendsAlong_isOpenImmersion_surjective_inf_flat_inf_quasicompact', descendsAlong_universallyClosed_surjective_inf_flat_inf_quasicompact, instQuasiCompactOfUniversallyClosed, instQuasiCompactιSchemeOfQuasiSeparatedSpaceCarrierCarrierCommRingCat, instIsMultiplicativeSchemeQuasiCompact, quasiCompact_iff, descendsAlong_isomorphisms_surjective_inf_flat_inf_quasicompact, instQuasiCompactMorphismRestrict, quasiSeparated_eq_diagonal_is_quasiCompact, quasiCompact_over_affine_iff, quasiCompact_isStableUnderBaseChange, quasiCompact_comp, QuasiSeparated.diagonalQuasiCompact, instQuasiCompactOfIsLocallyNoetherianOfIsOpenImmersion, compactSpace_iff_quasiCompact, quasiCompact_isStableUnderComposition, instHasOfPostcompPropertySchemeQuasiCompactQuasiSeparated, QuasiCompact.of_comp, instQuasiCompactSndScheme, Scheme.instQuasiCompactToImage, HasAffineProperty.descendsAlong_of_affineAnd, instQuasiCompactLiftSchemeIdOfQuasiSeparatedSpaceCarrierCarrierCommRingCat, IsZariskiLocalAtTarget.descendsAlong_inf_quasiCompact, HasRingHomProperty.descendsAlong, instQuasiCompactFstScheme, universallyClosed_eq_universallySpecializing, quasiCompact_of_isIso, Flat.surjective_descendsAlong_surjective_inf_flat_inf_quasicompact, IsProper.eq_valuativeCriterion, quasiSeparated_iff, UniversallyClosed.eq_valuativeCriterion, instQuasiCompactOfIsAffineHom, quasiCompact_iff_forall_isAffineOpen, quasiCompact_iff_compactSpace, QuasiSeparated.quasiCompact_diagonal, IsLocalAtTarget.descendsAlong_inf_quasiCompact, quasiCompact_iff_spectral, quasiCompact_iff_isSpectralMap, quasiCompact_iff_forall_affine, quasiCompact_of_noetherianSpace_source, instQuasiCompactToSpecÎOfCompactSpaceCarrierCarrierCommRingCat, Scheme.Hom.instQuasiCompactToNormalization, instHasAffinePropertyQuasiCompactCompactSpaceCarrierCarrierCommRingCat, Proj.instQuasiCompactToSpecZeroOfFiniteTypeSubtypeMemOfNatNat, Scheme.IdealSheafData.instQuasiCompactSubschemeι, quasiSeparatedSpace_iff_quasiCompact_prod_lift, descendsAlong_universallyOpen_surjective_inf_flat_inf_quasicompact, descendsAlong_universallyInjective_surjective_inf_flat_inf_quasicompact, quasiCompact_of_compactSpace
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