Authors: Rachid Marsli
In this work, we show a sufficient and necessary condition for an integer of the form (z^n-y^n)/(z-y)to be divisible by some perfect nth power p^n, where p is an odd prime. We also show how to construct such integers. A link between the main result and Fermat’s last theorem is discussed. Other related ideas, examples and applications are provided.
Comments: 11 Pages.
[v1] 2019-01-01 16:19:56
Unique-IP document downloads: 13 times
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