Prime Time for the Riemann Hypothesis

@article{Conrey2003PrimeTF,
  title={Prime Time for the Riemann Hypothesis},
  author={Brian Conrey},
  journal={Science},
  year={2003},
  volume={302},
  pages={60 - 61}
}
  • B. Conrey
  • Published 3 October 2003
  • History
  • Science
Prime Obsession Bernhard Riemann and the Greatest Unsolved Problem in Mathematics. by John Derbyshire. Joseph Henry Press, Washington, DC, 2003. 438 pp. $27.95, C$37.95. ISBN 0-309-08549-7. Derbyshire interweaves mathematical exposition intended to lead the lay reader to an understanding of the hypothesis and its importance with historical and bibliographical background material. 
Zeta Regularization Applied to the Problem of Riemann Hypothesis and the Calculation of Divergent Integrals
ABSTRACT: In this paper we review some results of our previous papers involving Riemann Hypothesis in the sense of Operator theory (Hilbert-Polya approach) and the application of the negative values
Wireless device-to-device communications with distributed caching
TLDR
It is shown that if the Zipf exponent of the content reuse distribution is greater than 1, it is possible to have a number of D2D interference-free collaboration pairs that scales linearly in the number of nodes.
FUNCTIONAL DETERMINANTS

References

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Riemann's Zeros: The Search for the $1 Million Solution to the
  • Greatest Problem in Mathematics
  • 2002
The Greatest Unsolved Problem in Mathematics (Farrar, Straus, and Giroux, New York, 2003); Dr
  • Riemann’s Zeros: The Search for the $1 Million Solution to the Greatest Problem in Mathematics
  • 2002