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- Rankin–Cohen_bracket abstract "In mathematics, the Rankin–Cohen bracket of two modular forms is another modular form, generalizing the product of two modular forms.Rankin (1956, 1957) gave some general conditions for polynomials in derivatives of modular forms to be modular forms, and Cohen (1975) found the explicit examples of such polynomials that give Rankin–Cohen brackets. They were named by Zagier (1994), who introduced Rankin–Cohen algebras as an abstract setting for Rankin–Cohen brackets.".
- Rankin–Cohen_bracket wikiPageID "42535054".
- Rankin–Cohen_bracket wikiPageRevisionID "605183943".
- Rankin–Cohen_bracket authorlink "Robert Alexander Rankin".
- Rankin–Cohen_bracket last "Rankin".
- Rankin–Cohen_bracket year "1956".
- Rankin–Cohen_bracket year "1957".
- Rankin–Cohen_bracket subject Category:Modular_forms.
- Rankin–Cohen_bracket comment "In mathematics, the Rankin–Cohen bracket of two modular forms is another modular form, generalizing the product of two modular forms.Rankin (1956, 1957) gave some general conditions for polynomials in derivatives of modular forms to be modular forms, and Cohen (1975) found the explicit examples of such polynomials that give Rankin–Cohen brackets. They were named by Zagier (1994), who introduced Rankin–Cohen algebras as an abstract setting for Rankin–Cohen brackets.".
- Rankin–Cohen_bracket label "Rankin–Cohen bracket".
- Rankin–Cohen_bracket sameAs Rankin%E2%80%93Cohen_bracket.
- Rankin–Cohen_bracket sameAs Q17099712.
- Rankin–Cohen_bracket sameAs Q17099712.
- Rankin–Cohen_bracket wasDerivedFrom Rankin–Cohen_bracket?oldid=605183943.