The Riemann Zeta Function and the Invert
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R.K. Bhaduri; Avinash Khare; S.M. Reimann; E.L. Tomusiak
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Article
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1997
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Elsevier Science
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English
β 1022 KB
The Riemann zeta function has phase jumps of ? every time it changes sign as the parameter t in the complex argument s=1Γ2+it is varied. We show analytically that as the real part of the argument is increased to \_>1Γ2, the memory of the zeros fades only gradually through a Lorentzian smoothing of t