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- Normal_crossings abstract "In algebraic geometry normal crossings is the property of intersecting geometric objects to do it in a transversal way.".
- Normal_crossings wikiPageID "23634474".
- Normal_crossings wikiPageLength "2057".
- Normal_crossings wikiPageOutDegree "19".
- Normal_crossings wikiPageRevisionID "578759430".
- Normal_crossings wikiPageWikiLink Algebraic_curve.
- Normal_crossings wikiPageWikiLink Algebraic_geometry.
- Normal_crossings wikiPageWikiLink Algebraic_variety.
- Normal_crossings wikiPageWikiLink Cartesian_coordinate_system.
- Normal_crossings wikiPageWikiLink Category:Algebraic_geometry.
- Normal_crossings wikiPageWikiLink Category:Geometry_of_divisors.
- Normal_crossings wikiPageWikiLink Divisor_(algebraic_geometry).
- Normal_crossings wikiPageWikiLink Irreducible_component.
- Normal_crossings wikiPageWikiLink Local_property.
- Normal_crossings wikiPageWikiLink Locally.
- Normal_crossings wikiPageWikiLink Singular_point_of_an_algebraic_variety.
- Normal_crossings wikiPageWikiLink Smooth_algebraic_variety.
- Normal_crossings wikiPageWikiLink Whitney_umbrella.
- Normal_crossings wikiPageWikiLink Étale_topology.
- Normal_crossings wikiPageWikiLinkText "Normal crossings".
- Normal_crossings wikiPageWikiLinkText "divisor with normal crossings".
- Normal_crossings wikiPageWikiLinkText "normal crossings".
- Normal_crossings hasPhotoCollection Normal_crossings.
- Normal_crossings subject Category:Algebraic_geometry.
- Normal_crossings subject Category:Geometry_of_divisors.
- Normal_crossings hypernym Property.
- Normal_crossings type Building.
- Normal_crossings type Variety.
- Normal_crossings comment "In algebraic geometry normal crossings is the property of intersecting geometric objects to do it in a transversal way.".
- Normal_crossings label "Normal crossings".
- Normal_crossings sameAs m.02rfs3x.
- Normal_crossings sameAs Q7051799.
- Normal_crossings sameAs Q7051799.
- Normal_crossings wasDerivedFrom Normal_crossings?oldid=578759430.
- Normal_crossings isPrimaryTopicOf Normal_crossings.