The Journal of the Indian Mathematical Society

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On some Formulae in the Theory of the Zeta-Function


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1 Allahabad University, India
     

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In the present paper, I seek to express ξ(s)IIp/k (1-1 /ps,) , (where  p\k means that p runs through all the prime divisors of k), in the form of definite integrals and contour integrals of the Hankel type.
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  • On some Formulae in the Theory of the Zeta-Function

Abstract Views: 187  |  PDF Views: 0

Authors

V. L. Mutatker
Allahabad University, India

Abstract


In the present paper, I seek to express ξ(s)IIp/k (1-1 /ps,) , (where  p\k means that p runs through all the prime divisors of k), in the form of definite integrals and contour integrals of the Hankel type.