Relations between Elements $r^{p{^l}}-r$ and $p \cdot 1$ for a Prime $p$
Volume 62 / 2014
Bulletin Polish Acad. Sci. Math. 62 (2014), 233-242
MSC: 13C13, 13C05, 11E76.
DOI: 10.4064/ba62-3-4
Abstract
For any positive power $n$ of a prime $p$ we find a complete set of generating relations between the elements $[r]=r^n-r$ and $p \cdot 1$ of a unitary commutative ring.
