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- Horikawa_surface abstract "In mathematics, a Horikawa surface is one of the surfaces of general type introduced by Horikawa.These are surfaces with q = 0 and pg = c12/2 + 2 or c12/2 + 3/2 (which implies that they are more or less on the Noether line edge of the region of possible values of the Chern numbers). They are all simply connected, and Horikawa gave a detailed description of them.".
- Horikawa_surface wikiPageID "19179794".
- Horikawa_surface wikiPageLength "920".
- Horikawa_surface wikiPageOutDegree "5".
- Horikawa_surface wikiPageRevisionID "626901996".
- Horikawa_surface wikiPageWikiLink Category:Algebraic_surfaces.
- Horikawa_surface wikiPageWikiLink Category:Complex_surfaces.
- Horikawa_surface wikiPageWikiLink Chern_class.
- Horikawa_surface wikiPageWikiLink Noether_inequality.
- Horikawa_surface wikiPageWikiLink Surface_of_general_type.
- Horikawa_surface wikiPageWikiLinkText "Horikawa surface".
- Horikawa_surface wikiPageUsesTemplate Template:Citation.
- Horikawa_surface subject Category:Algebraic_surfaces.
- Horikawa_surface subject Category:Complex_surfaces.
- Horikawa_surface type Surface.
- Horikawa_surface type Variety.
- Horikawa_surface comment "In mathematics, a Horikawa surface is one of the surfaces of general type introduced by Horikawa.These are surfaces with q = 0 and pg = c12/2 + 2 or c12/2 + 3/2 (which implies that they are more or less on the Noether line edge of the region of possible values of the Chern numbers). They are all simply connected, and Horikawa gave a detailed description of them.".
- Horikawa_surface label "Horikawa surface".
- Horikawa_surface sameAs Q5903240.
- Horikawa_surface sameAs m.0642y2w.
- Horikawa_surface sameAs Q5903240.
- Horikawa_surface wasDerivedFrom Horikawa_surface?oldid=626901996.
- Horikawa_surface isPrimaryTopicOf Horikawa_surface.