Data for *The p-Adic Valuations of Weil Sums of Binomials*

The paper can be found at:

D. J. Katz, P. Langevin, S. Lee, and Y. Sapozhnikov) The p-Adic Valuations of Weil Sums of Binomials, *Journal of Number Theory*, 181: 1-26 (2017).

A preprint version is available at:

arXiv: 1608.04047 [math.NT]

The work of Katz, Lee, and Sapozhnikov on this paper and the accompanying materials here was supported in part by the National Science Foundation under Grant DMS 1500856.

Any opinions, findings, and conclusions or recommendations expressed in this material are those of the authors and do not necessarily reflect the views of the National Science Foundation.

If you are interested in using any code or data presented here for your research, please contact me at email: [my first name] [dot] [my last name] [at] csun [dot] edu

The data file that documents a verification of Conjecture 6.1 in the paper for all fields with less than 10^{13} elements and the data file that documents a verification of Conjecture 6.2 in the paper for all moduli *t ^{n}*-1 with

Conjecture 6.1 | verification for all fields with less than 10 ^{13} elements | sharp-ten-to-thirteen.txt sharp-ten-to-thirteen-summary.txt |

Conjecture 6.2 | verification for all moduli t-1 with ^{n}t^{n}less than 3*10 ^{9} | three-times-ten-to-nine.txt three-times-ten-to-nine-summary.txt |

The program used to produce the data files are described in readme.txt. The executable code, compiled for the AMD64 architecture under GNU/Linux, is presented here.

Conjectures 6.1 and 6.2 | verifications | ayb |