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- Frobenioid abstract "In arithmetic geometry, a Frobenioid is a category with some extra structure that generalizes the theory of line bundles on models of finite extensions of global fields. Frobenioids were introduced by Shinichi Mochizuki (2008). The word "Frobenioid" is a portmanteau of Frobenius and monoid, as certain Frobenius morphisms between Frobenioids are analogues of the usual Frobenius morphism, and some of the simplest examples of Frobenioids are essentially monoids.".
- Frobenioid wikiPageExternalLink kyushujm.62.293.
- Frobenioid wikiPageExternalLink kyushujm.62.401.
- Frobenioid wikiPageExternalLink 1234361159.
- Frobenioid wikiPageID "36985868".
- Frobenioid wikiPageLength "3399".
- Frobenioid wikiPageOutDegree "12".
- Frobenioid wikiPageRevisionID "634264012".
- Frobenioid wikiPageWikiLink Arithmetic_geometry.
- Frobenioid wikiPageWikiLink Category:Algebraic_geometry.
- Frobenioid wikiPageWikiLink Category:Number_theory.
- Frobenioid wikiPageWikiLink Category_(mathematics).
- Frobenioid wikiPageWikiLink Ferdinand_Georg_Frobenius.
- Frobenioid wikiPageWikiLink Frobenius_endomorphism.
- Frobenioid wikiPageWikiLink Frobenius_morphism.
- Frobenioid wikiPageWikiLink Global_field.
- Frobenioid wikiPageWikiLink Glossary_of_arithmetic_and_Diophantine_geometry.
- Frobenioid wikiPageWikiLink Integer.
- Frobenioid wikiPageWikiLink Line_bundle.
- Frobenioid wikiPageWikiLink Monoid.
- Frobenioid wikiPageWikiLink Portmanteau.
- Frobenioid wikiPageWikiLinkText "Frobenioid".
- Frobenioid authorlink "Shinichi Mochizuki".
- Frobenioid first "Shinichi".
- Frobenioid hasPhotoCollection Frobenioid.
- Frobenioid last "Mochizuki".
- Frobenioid wikiPageUsesTemplate Template:Citation.
- Frobenioid wikiPageUsesTemplate Template:Harvs.
- Frobenioid year "2008".
- Frobenioid subject Category:Algebraic_geometry.
- Frobenioid subject Category:Number_theory.
- Frobenioid hypernym Category.
- Frobenioid type TelevisionStation.
- Frobenioid type Field.
- Frobenioid comment "In arithmetic geometry, a Frobenioid is a category with some extra structure that generalizes the theory of line bundles on models of finite extensions of global fields. Frobenioids were introduced by Shinichi Mochizuki (2008). The word "Frobenioid" is a portmanteau of Frobenius and monoid, as certain Frobenius morphisms between Frobenioids are analogues of the usual Frobenius morphism, and some of the simplest examples of Frobenioids are essentially monoids.".
- Frobenioid label "Frobenioid".
- Frobenioid sameAs m.0n4b00b.
- Frobenioid sameAs Q5505096.
- Frobenioid sameAs Q5505096.
- Frobenioid wasDerivedFrom Frobenioid?oldid=634264012.
- Frobenioid isPrimaryTopicOf Frobenioid.