Full descriptionThe first 12000 zeroes of Riemann's zeta function on the critical line with 20000 decimal digits accuracy. Format: the zeroes are in text file listed consecutively in decimal representation, each zero starts on a new line.
Zeroes of zeta function presented in this file were calculated on MASSIVE cluster (www.massive.org.au) using Python and packages MPmath version 0.17 and gmpy version 2.1, with a Newton based algorithm proposed by Fredrik Johansson with precision set to 20000 decimal digits. Partial recalculation with higher precision didn't show any loss of accuracy so we expect that the values are correct up to, possibly, a few last digits. We express our thanks to Fredrik Johansson for this algorithm and for development of MPmath as well.
NotesThis dataset was automatically generated using Python and packages MPmath version 0.17 and gmpy version 2.1.
Data time period: 2011
8th Hilbert problem | Expanding Knowledge | Expanding Knowledge | Expanding Knowledge in the Mathematical Sciences | Mathematical Sciences | Pure Mathematics | Real and Complex Functions (Incl. Several Variables) | Riemann's zeroes | Riemann's zeta function |
User Contributed Tags
Login to tag this record with meaningful keywords to make it easier to discover
- Handle : hdl.handle.net/10536/DRO/DU:30051725