Matches in DBpedia 2016-04 for { <http://dbpedia.org/resource/Exceptional_object> ?p ?o }
- Exceptional_object wikiPageWikiLink Weierstrass_function.
- Exceptional_object wikiPageWikiLink Weierstrasss_elliptic_functions.
- Exceptional_object wikiPageWikiLink File:Dynkin_diagram_D4.png.
- Exceptional_object wikiPageWikiLink File:Exceptionalmindmap2.png.
- Exceptional_object wikiPageWikiLink File:Finitesubgroups.svg.
- Exceptional_object wikiPageWikiLink File:Sphere_symmetry_group_ih.png.
- Exceptional_object wikiPageWikiLink File:Sphere_symmetry_group_oh.png.
- Exceptional_object wikiPageWikiLink File:Sphere_symmetry_group_td.png.
- Exceptional_object wikiPageWikiLink File:Supermindmap.png.
- Exceptional_object wikiPageWikiLink File:Tile_3,6.svg.
- Exceptional_object wikiPageWikiLink File:Tile_V46b.svg.
- Exceptional_object wikiPageWikiLink File:Tile_V488_bicolor.svg.
- Exceptional_object wikiPageWikiLinkText "Exceptional object".
- Exceptional_object wikiPageWikiLinkText "exceptional fact".
- Exceptional_object wikiPageWikiLinkText "exceptional object".
- Exceptional_object wikiPageWikiLinkText "exceptional".
- Exceptional_object wikiPageUsesTemplate Template:Arxiv.
- Exceptional_object wikiPageUsesTemplate Template:Citation.
- Exceptional_object wikiPageUsesTemplate Template:Expand_section.
- Exceptional_object wikiPageUsesTemplate Template:Further.
- Exceptional_object wikiPageUsesTemplate Template:Main.
- Exceptional_object wikiPageUsesTemplate Template:Refbegin.
- Exceptional_object wikiPageUsesTemplate Template:Refend.
- Exceptional_object wikiPageUsesTemplate Template:Reflist.
- Exceptional_object wikiPageUsesTemplate Template:See_also.
- Exceptional_object subject Category:Mathematical_terminology.
- Exceptional_object type Redirect.
- Exceptional_object type Thing.
- Exceptional_object comment "Many branches of mathematics study objects of a given type and prove a classification theorem. A common theme is that the classification results in a number of series of objects and a finite number of exceptions that don't fit into any series. These are known as exceptional objects.Frequently these exceptional objects play a further and important role in the subject.".
- Exceptional_object label "Exceptional object".
- Exceptional_object seeAlso Pathological_(mathematics).
- Exceptional_object sameAs Q5419511.
- Exceptional_object sameAs Objet_exceptionnel.
- Exceptional_object sameAs m.0dcc20.
- Exceptional_object sameAs Q5419511.
- Exceptional_object wasDerivedFrom Exceptional_object?oldid=690144439.
- Exceptional_object depiction Sphere_symmetry_group_td.png.
- Exceptional_object isPrimaryTopicOf Exceptional_object.