1. Akiyama, S., Kaneko, H.: Curious congruences for cyclotomic polynomials. Res. Number Theory 8(4), 102–10 (2022)
2. Arakawa, T., Ibukiyama, T., Kaneko, M.: Bernoulli Numbers and Zeta Functions, with an Appendix by Don Zagier, p. 274. Springer, Tokyo (2014)
3. Erdélyi, A., Magnus, W., Oberhettinger, F., Tricomi, F.G.: Higher Transcendental Functions, vol. II. McGraw-Hill Book Co., Inc., New York-Toronto-London (1953). Based, in part, on notes left by Harry Bateman and compiled by the Staff of the Bateman Manuscript Project
4. Herrera-Poyatos, A., Moree, P.: Coefficients and higher order derivatives of cyclotomic polynomials: old and new. Expo. Math. 39(3), 309–343 (2021)
5. Hölder, O.: Zur Theorie der Kreisteilungsgleichung $${K}_m(x) = 0$$. Prace Mat. Fiz. 43, 13–23 (1936)