I need at least two primitive polynomials over $GF(2^n)$ (with $n>1$). All the articles I've found only primitive polynomials over $GF(p)$, never over $GF(p^n)$.
Does it exist some tables of such polynomials or algorithms generating them?
I need at least two primitive polynomials over $GF(2^n)$ (with $n>1$). All the articles I've found only primitive polynomials over $GF(p)$, never over $GF(p^n)$.
Does it exist some tables of such polynomials or algorithms generating them?
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