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- Hecke_character abstract "In number theory, a Hecke character is a generalisation of a Dirichlet character, introduced by Erich Hecke to construct a class ofL-functions larger than Dirichlet L-functions, and a natural setting for the Dedekind zeta-functions and certain others which have functional equations analogous to that of the Riemann zeta-function.A name sometimes used for Hecke character is the German term Größencharakter (often written Grössencharakter, Grossencharacter, etc.).".
- Hecke_character wikiPageID "3149443".
- Hecke_character wikiPageRevisionID "549854975".
- Hecke_character hasPhotoCollection Hecke_character.
- Hecke_character subject Category:Number_theory.
- Hecke_character subject Category:Zeta_and_L-functions.
- Hecke_character comment "In number theory, a Hecke character is a generalisation of a Dirichlet character, introduced by Erich Hecke to construct a class ofL-functions larger than Dirichlet L-functions, and a natural setting for the Dedekind zeta-functions and certain others which have functional equations analogous to that of the Riemann zeta-function.A name sometimes used for Hecke character is the German term Größencharakter (often written Grössencharakter, Grossencharacter, etc.).".
- Hecke_character label "Caráter de Hecke".
- Hecke_character label "Hecke character".
- Hecke_character label "Hecke-karakter".
- Hecke_character sameAs ヘッケ指標.
- Hecke_character sameAs 헤케_지표.
- Hecke_character sameAs Hecke-karakter.
- Hecke_character sameAs Caráter_de_Hecke.
- Hecke_character sameAs m.08vlsz.
- Hecke_character sameAs Q1948965.
- Hecke_character sameAs Q1948965.
- Hecke_character wasDerivedFrom Hecke_character?oldid=549854975.
- Hecke_character isPrimaryTopicOf Hecke_character.