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Ramanujan's Trigonometrical Sum and Relative Partitions


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1 Presidency College, Madras, India
     

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This paper arose out of a study of Ramanujan's trigonometrical sum Cm(n) defined by[4]

Cm(n)=Σ Σλn              (1)

where ρ=e2πi/m and λ runs though a complete system of representatives of the prime residue classes mod m.


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  • Ramanujan's Trigonometrical Sum and Relative Partitions

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Authors

M. V. Subba Rao
Presidency College, Madras, India

Abstract


This paper arose out of a study of Ramanujan's trigonometrical sum Cm(n) defined by[4]

Cm(n)=Σ Σλn              (1)

where ρ=e2πi/m and λ runs though a complete system of representatives of the prime residue classes mod m.