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1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 | )abbrev domain IFF InnerFiniteField
++ Author: Mark Botch
++ Date Last Updated: 29 May 1990
++ Reference:
++ Grab92 Finite Fields in Axiom
++ Lidl83 Finite Field, Encyclopedia of Mathematics and Its Applications
++ Description:
++ InnerFiniteField(p,n) implements finite fields with \spad{p**n} elements
++ where p is assumed prime but does not check.
++ For a version which checks that p is prime, see \spadtype{FiniteField}.
InnerFiniteField(p,n) == CODE where
p : PositiveInteger
n : PositiveInteger
CODE ==> FiniteFieldExtension(InnerPrimeField p, n)
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