Binary Cyclotomic Polynomials: Representation via Words and Algorithms

Author:

Cafure Antonio,Cesaratto Eda

Publisher

Springer International Publishing

Reference7 articles.

1. Arnold, A., Monagan, M.: Calculating cyclotomic polynomials. Math. Comp. 80(276), 2359–2379 (2011)

2. Camburu, O., Ciolan, E., Luca, F., Moree, P., Shparlinski, I.: Cyclotomic coefficients: gaps and jumps. J. Number Theor. 163, 211–237 (2016)

3. Hong, H., Lee, E., Lee, H.S., Park, C.M.: Maximum gap in (inverse) cyclotomic polynomial. J. Number Theor. 132(10), 2297–2315 (2012)

4. Lam, T., Leung, K.: On the cyclotomic polynomial $$\phi _{pq}(x)$$. Am. Math. Mon. 103(7), 562–564 (1996)

5. Lenstra, H.W.: Vanishing sums of roots of unity. In: Proceedings, Bicentennial Congress Wiskundig Genootschap Vrije University, Amsterdam, 1978, Part II. Math. Centre Tracts, Mathematisch Centrum, Amsterdam, vol. 101, pp. 249–268 (1979)

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1. A survey on coefficients of cyclotomic polynomials;Expositiones Mathematicae;2022-09

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