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Generalization of an Arithmetic Function


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1 Government Engineering College, Trichur-9, India
     

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Let (m, n) denote the greatest common divisor of m and n, Φ{n) be Euler's function and d(n) be the divisor function. Then P. Kesava Menon [1] has shown that

Σ (a- l,n) = Φ(n)d(n) (1.1)


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  • Generalization of an Arithmetic Function

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Authors

R. Sivaramakrishnan
Government Engineering College, Trichur-9, India

Abstract


Let (m, n) denote the greatest common divisor of m and n, Φ{n) be Euler's function and d(n) be the divisor function. Then P. Kesava Menon [1] has shown that

Σ (a- l,n) = Φ(n)d(n) (1.1)