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- Diamond_operator abstract "In number theory, the diamond operators 〈d〉 are operators acting on the space of modular forms for the group Γ1(N), given by the action of a matrix (a bc d) in Γ0(N). The diamond operators form an abelian group and commute with the Hecke operators.".
- Diamond_operator wikiPageExternalLink books?id=He6nwjGdlG4C.
- Diamond_operator wikiPageID "37647499".
- Diamond_operator wikiPageRevisionID "583940180".
- Diamond_operator b "c d".
- Diamond_operator hasPhotoCollection Diamond_operator.
- Diamond_operator p "a b".
- Diamond_operator subject Category:Modular_forms.
- Diamond_operator comment "In number theory, the diamond operators 〈d〉 are operators acting on the space of modular forms for the group Γ1(N), given by the action of a matrix (a bc d) in Γ0(N). The diamond operators form an abelian group and commute with the Hecke operators.".
- Diamond_operator label "Diamond operator".
- Diamond_operator sameAs m.0ndj7zw.
- Diamond_operator sameAs Q5270975.
- Diamond_operator sameAs Q5270975.
- Diamond_operator wasDerivedFrom Diamond_operator?oldid=583940180.
- Diamond_operator isPrimaryTopicOf Diamond_operator.