On the divisors of x^n-1 in F_p[x]

Mathematics – Number Theory

Scientific paper

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14 pages, initial version

Scientific paper

In a recent paper, we considered integers n for which the polynomial x^n - 1
has a divisor in Z[x] of every degree up to n, and we gave upper and lower
bounds for their distribution. In this paper, we consider those n for which the
polynomial x^n-1 has a divisor in F_p[x] of every degree up to n, where p is a
rational prime.

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