On integer solutions to x^5 - (x+1)^5 -(x+2)^5 +(x+3)^5 = 5^m + 5^n
Number Theory
2016-03-02 v1
Abstract
We give an infinite number of integer solutions to the Diophantine equation x^5 - (x+1)^5 -(x+2)^5 +(x+3)^5 = 5^m + 5^n, and some solutions to some similar equations.
Keywords
Cite
@article{arxiv.1603.00080,
title = {On integer solutions to x^5 - (x+1)^5 -(x+2)^5 +(x+3)^5 = 5^m + 5^n},
author = {Geoffrey B Campbell and Aleksander Zujev},
journal= {arXiv preprint arXiv:1603.00080},
year = {2016}
}
Comments
3 pages