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Primitive normal polynomials over finite fields
1994
Mathematics of Computation
In this note we significantly extend the range of published tables of primitive normal polynomials over finite fields. For each p" < 1050 with P < 97, we provide a primitive normal polynomial of degree n over Fp. Moreover, each polynomial has the minimal number of nonzero coefficients among all primitive normal polynomials of degree n over Fp. The roots of such a polynomial generate a primitive normal basis of Fpn over Fp , and so are of importance in many computational problems. We also raise
doi:10.1090/s0025-5718-1994-1257578-3
fatcat:judndyyw4rgbvfcz4sl7iwzp34