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Prime numbers

Prime numbers

Things long-known and things new-found

Prime numbers

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Author: Karl-Heinz Kuhl

General Down, Server

Web-Server down

February 27, 2020

From 02/27/2020 at 10:00 p.m. to 02/28/2020 at approx. 05:00 a.m. our web server will not be available because important maintenance work is being carried out.

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Karl-Heinz Kuhl No Comments
General Christof Born, Ishango, Secret of Ishango

Christof Born: The secret of Ishango

February 16, 2020

Even if we do not always agree on some mathematical formulations, I think that Christof Born has nevertheless written an exciting, number-mystical essay! Book: The Secret of Ishango

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Karl-Heinz Kuhl No Comments
General CD, download

Download CD for the book

February 28, 2019

Important note: The third, revised edition of the book “prime numbers – things long-known and things new-found” is now available in bookstores. The enclosed CD can now be downloaded in compliance with the terms of use in the download area. The abridged book can be read as PDF or online.

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Karl-Heinz Kuhl No Comments
General Riemann spectrum

(Inverse) Riemann spectrum shows resonances at prime numbers

February 13, 2019

Here is a comprehensive description of the topic in the last two posts about the sum formula. It is already well-known as the “Riemann spectrum of prime numbers”. The authors are Geoffrey Glover, Grant Keane and Rita Post. Link: https://people.uwec.edu/mbirika/M395_Riemann/The_Riemann_Spectrum_of_the_Prime_Numbers.pdf

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Karl-Heinz Kuhl No Comments
General prime number resonances, resonances, Riemann spectrum

Plot of the Inverse Riemann spectrum: resonances of prime numbers

February 11, 2019

Here is a plot of the Inverse Riemann Spektrum in the range 10 – 100. The first 2000 zeros of Riemann’s Zeta-function have been evaluated. Prime numbers and their powers have been marked on the x-axis (big / small red circles). For Zooming into the picture please click on it.

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Karl-Heinz Kuhl No Comments
General sum-Formula, Zeros

Sum formula shows nice resonances at primes and prime powers

February 4, 2019

The following sum formula which shows very impressive peaks at the positions of primes and their powers. The formula displays the ‘Inverse Riemann spectrum’ of the non trivial roots of the zeta function:   Here the sum goes over the imaginary parts of the non trivial zeros of Riemanns Zeta function, taking nmax zeros. The…

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Karl-Heinz Kuhl No Comments
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