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- Hurwitz_class_number abstract "In mathematics, the Hurwitz class number H(N), introduced by Adolf Hurwitz, is a modification of the class number of positive definite binary quadratic forms of discriminant –N, where forms are weighted by 2/g for g the order of their automorphism group, and where H(0) = –1/12.Zagier (1975) showed that the Hurwitz class numbers are coefficients of a mock modular form of weight 3/2.".
- Hurwitz_class_number wikiPageID "35195665".
- Hurwitz_class_number wikiPageLength "779".
- Hurwitz_class_number wikiPageOutDegree "3".
- Hurwitz_class_number wikiPageRevisionID "483880825".
- Hurwitz_class_number wikiPageWikiLink Adolf_Hurwitz.
- Hurwitz_class_number wikiPageWikiLink Category:Number_theory.
- Hurwitz_class_number wikiPageWikiLink Mock_modular_form.
- Hurwitz_class_number wikiPageWikiLinkText "Hurwitz class number".
- Hurwitz_class_number hasPhotoCollection Hurwitz_class_number.
- Hurwitz_class_number wikiPageUsesTemplate Template:Citation.
- Hurwitz_class_number wikiPageUsesTemplate Template:Harvtxt.
- Hurwitz_class_number subject Category:Number_theory.
- Hurwitz_class_number hypernym Modification.
- Hurwitz_class_number type VideoGame.
- Hurwitz_class_number type Field.
- Hurwitz_class_number comment "In mathematics, the Hurwitz class number H(N), introduced by Adolf Hurwitz, is a modification of the class number of positive definite binary quadratic forms of discriminant –N, where forms are weighted by 2/g for g the order of their automorphism group, and where H(0) = –1/12.Zagier (1975) showed that the Hurwitz class numbers are coefficients of a mock modular form of weight 3/2.".
- Hurwitz_class_number label "Hurwitz class number".
- Hurwitz_class_number sameAs m.0j7kzbr.
- Hurwitz_class_number sameAs Q5948822.
- Hurwitz_class_number sameAs Q5948822.
- Hurwitz_class_number wasDerivedFrom Hurwitz_class_number?oldid=483880825.
- Hurwitz_class_number isPrimaryTopicOf Hurwitz_class_number.