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Zeta Search Project

Riemann zeta research project. Locating large values of ζ(s) on the critical line. The aim of this project is locating as many large values of the zeta function as possible on the critical line for statistical analysis. Several thousands of values have been found and many records were achieved by applying some results on simultaneous Diophantine approximations. For large values, see ZETA DB menu. For records and manuscript papers, see download section. The Zeta research project in a nutshell:.

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Zeta Search Project | riemann-siegel.com Reviews

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Riemann zeta research project. Locating large values of ζ(s) on the critical line. The aim of this project is locating as many large values of the zeta function as possible on the critical line for statistical analysis. Several thousands of values have been found and many records were achieved by applying some results on simultaneous Diophantine approximations. For large values, see ZETA DB menu. For records and manuscript papers, see download section. The Zeta research project in a nutshell:.

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Zeta Search Project | riemann-siegel.com Reviews

https://riemann-siegel.com

Riemann zeta research project. Locating large values of ζ(s) on the critical line. The aim of this project is locating as many large values of the zeta function as possible on the critical line for statistical analysis. Several thousands of values have been found and many records were achieved by applying some results on simultaneous Diophantine approximations. For large values, see ZETA DB menu. For records and manuscript papers, see download section. The Zeta research project in a nutshell:.

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riemann-siegel.com

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Zeta Search Project

http://www.riemann-siegel.com/index.php

Riemann zeta research project. Locating large values of ζ(s) on the critical line. The aim of this project is locating as many large values of the zeta function as possible on the critical line for statistical analysis. Several thousands of values have been found and many records were achieved by applying some results on simultaneous Diophantine approximations. For large values, see ZETA DB menu. For records and manuscript papers, see download section. The Zeta research project in a nutshell:.

2

Zeta Search Project

http://www.riemann-siegel.com/database.php

Several large values of ζ(1/2 it) are known. In 1989, first time in history, Andrew M. Odlyzko observed values where Z(t) 1000 (e.g: Z(5032868769288289111.35)$ approx$1581.7). Recenty many large values of Z(t) 1000 have been found by Jonathan Bober and Ghaith Hiary. They have found approximately 141 values where Z(t) 1000. These values can be found on their web page. These values can be found on this database (approximately 21.000 values). Search in the database:. Search records where Z(t).

3

Zeta Search Project

http://www.riemann-siegel.com/downloads.php

Efficient computing of n-dimensional simultaneous Diophantine approximation problems. Acta Universitatis Sapientiae, Informatica. Vol 5 No 1: pp. 16-34, 2013. Written by A. Kovács, N. Tihanyi. 10305 peak values of the Riemann-Siegel Z function where Z(t) 500. Computation based on Acta Univ. Sapientiae, Informatica Vol 5 No 1: pp. 16-34, 2013 and in a new approximation function (paper coming soon) . Written by N. Tihanyi. PARI/GP source code of the simultaneous Diophantine approximation problems.

4

Zeta Search Project

http://www.riemann-siegel.com/links.php

Andrew M. Odlyzko. Many papers on the Zeros of the Riemann Zeta Function. The first 100,000 zeros of the Riemann zeta function. Zeros of the Riemann-zeta function from $10 {22} 1$ through $10 {22} 10 4$. Several hundred million zeta zeros. Derivatives of the rotated zeta function. Maximum of Z(t) between consecutive zeros at different height. Many large values of Z(t) at large height. The largest known Z(t) ever observed. Z(t) 16242.959. Publicly available source code of the Ghaith's algorithm.

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Zeta Search Project

Riemann zeta research project. Locating large values of ζ(s) on the critical line. The aim of this project is locating as many large values of the zeta function as possible on the critical line for statistical analysis. Several thousands of values have been found and many records were achieved by applying some results on simultaneous Diophantine approximations. For large values, see ZETA DB menu. For records and manuscript papers, see download section. The Zeta research project in a nutshell:.

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