Recent content by sd522527

  1. S

    Irreducible polynomials over finite fields

    I mean Zp(z), the field, of course. Steve
  2. S

    Irreducible polynomials over finite fields

    If z is an element of order p^n-1 in GF(p^n), it is the generator of the cyclic multiplicative group, and by the Primitive element theorem, GF(p^n) = Zp[z]. Therefore it's irr. polynomial is of degree n.
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