ZetaGrid
ZetaGrid was at one time the largest distributed computing project, designed to explore the non-trivial roots of the Riemann zeta function, checking over one billion roots a day.
Roots of the zeta function are of particular interest in mathematics; a single root out of alignment would disprove the Riemann hypothesis, with far-reaching consequences for all of mathematics. (As of June 2023), no counterexample to the Riemann hypothesis has been found.[citation needed]
The project ended in November 2005 due to instability of the hosting provider.[1] The first more than 1013 zeroes were checked.[2] The project administrator stated that after the results were analyzed, they would be posted on the American Mathematical Society website.[3] The official status remains unclear, however, as it was never published nor independently verified. This is likely because there was no evidence that each zero was actually computed, as there was no process implemented to check each one as it was calculated.[4][5]
References
- ↑ Zeta Finished – Free-DC Forum
- ↑ Ed Pegg Jr. «Ten Trillion Zeta Zeros»
- ↑ "ZetaGrid - News". 2010-11-18. http://www.zetagrid.net/zeta/news.html.
- ↑ Yannick Saouter, Xavier Gourdon and Patrick Demichel. An improved lower bound for the de Bruijn-Newman constant. Math. Comp. 80 (2011) 2283. MR 2813360.
- ↑ Yannick Saouter and Patrick Demichel. A sharp region where π(x)−li(x) is positive. Math. Comp. 79 (2010) 2398. MR 2684372.
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