On the Diophantine equation cy^l=(x^p-1)/(x-1)
arXiv:1206.0424
Abstract
Let p, c be distinct odd primes, and l \ge 2 an integer. We find sufficient conditions for the Diophantine equation cy^l=(x^p-1)/(x-1) not to have integer solutions
7 pages
arXiv:1206.0424
Let p, c be distinct odd primes, and l \ge 2 an integer. We find sufficient conditions for the Diophantine equation cy^l=(x^p-1)/(x-1) not to have integer solutions
7 pages