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References:
[1] CONWAY J. H.: A tabulation of some information concerning finite fields. Computers in Mathematical Research, North-Holland, Amsterdam, 1968, 37-50. MR 0237467 | Zbl 0186.07602
[2] LIDL R., NIEDERREITER H.: Finite Fields. Addison-Wesley Publ. Comp., Reading, Mass., 1983. MR 0746963 | Zbl 0554.12010
[3] ORE O.: Contributions to the theory of finite fields. Trans. Amer. Mat. Soc. 36, 1934, 243-274. MR 1501740 | Zbl 0009.10003
[4] PEI D. Y., WANG C. C., OMURA J. K.: Normal basis offinite field GF(2m). IEEE Trans. on Inform. Theory, IT-32, 1986, 285-287. MR 0838417
[5] PERLIS S.: Normal bases of cyclic fields of prime-power degree. Duke Math. J. 9, 1942, 507-517. MR 0007005
[6] PETERSON W. W., WELDON E. J.: Error-Correcting Codes. M.I.T. Press, Cambridge, Mass., 1972. MR 0347444 | Zbl 0251.94007
[7] SCHWARZ Š.: On the reducibility of binomial congruences and the bound of the least integer belonging to a given exponent (mod p). Časop. pěst. mat. fys. 74, 1949, 1-16. MR 0032669
[8] SCHWARZ Š.: On the reducibility of polynomials over a finite field. Quart. J. of Math. Oxford (2), 7, 1956, 110-124. MR 0096679 | Zbl 0071.01703
[9] SCHWARZ Š.: Construction of normal bases in cyclic extensions of a field. (To appear in the Czech. Math. J.) MR 0946299 | Zbl 0671.12006
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