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NON-BEITER TERNARY CYCLOTOMIC POLYNOMIALS WITH AN OPTIMALLY LARGE SET OF COEFFICIENTS
Let l ≥ 1 be an arbitrary odd integer and p, q and r be primes. We show that there exist infinitely many ternary cyclotomic polynomials Φ pqr (x) with l 2 + 3l + 5 ≤ p < q < r such that the set of coefficients of each …