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I already know how to get the number of monic irreducible polynomials of degree 5 in $F_{2}[x]$.

that is $$I_{n}=(1/n)\prod_{d,d|n}\mathcal{U} (x)q^{n/d}$$ But I need to find all monic irreducible polynomials. Thanks for any help.

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marked as duplicate by JavaMan, Arthur, Saad, A. Pongrácz, José Carlos Santos Jan 7 at 13:39

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  • $\begingroup$ yes,I found it thanks $\endgroup$ – user632337 Jan 7 at 7:08

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