Riemann hypothesis and some new asymptotically multiplicative integrals which contain the remainder of the prime-counting function $π(x)$

Details Riemann hypothesis and some new asymptotically multiplicative integrals which contain the remainder of the prime-counting function $π(x)$ Riemann hypothesis and some new asymptotically multiplicative integrals which contain the remainder of the prime-counting function $π(x)$

2010-11-02

arxiv.org/abs/1011.0545v1

Mathematics

Classical Analysis and ODEs

Scientific paper

A new parametric integral is obtained as a consequence of the Riemann
hypothesis. An asymptotic multiplicability is the main property of this
integral.

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