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- Petersson_trace_formula abstract "In analytic number theory, the Petersson trace formula is a kind of orthogonality relation between coefficients of a holomorphic modular form. It is a specialization of the more general Kuznetsov trace formula.In its simplest form the Petersson trace formula is as follows. Let be an orthonormal basis of , the space of cusp forms of weight on . Then for any positive integers we havewhere is the Kronecker delta function, is the Kloosterman sum and is the Bessel function of the first kind.".
- Petersson_trace_formula wikiPageID "20484815".
- Petersson_trace_formula wikiPageRevisionID "290866905".
- Petersson_trace_formula hasPhotoCollection Petersson_trace_formula.
- Petersson_trace_formula subject Category:Analytic_number_theory.
- Petersson_trace_formula comment "In analytic number theory, the Petersson trace formula is a kind of orthogonality relation between coefficients of a holomorphic modular form. It is a specialization of the more general Kuznetsov trace formula.In its simplest form the Petersson trace formula is as follows. Let be an orthonormal basis of , the space of cusp forms of weight on . Then for any positive integers we havewhere is the Kronecker delta function, is the Kloosterman sum and is the Bessel function of the first kind.".
- Petersson_trace_formula label "Petersson trace formula".
- Petersson_trace_formula sameAs m.0642wxr.
- Petersson_trace_formula sameAs Q7178273.
- Petersson_trace_formula sameAs Q7178273.
- Petersson_trace_formula wasDerivedFrom Petersson_trace_formula?oldid=290866905.
- Petersson_trace_formula isPrimaryTopicOf Petersson_trace_formula.