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How do I factorize a polynomial $X^n - 1$ over $Z_p$$\mathbb{F}_p$? In particular I need to find factors of the polynomial $X^{3^3 - 1} - 1 = X^{26} - 1$ over $Z_3$$\mathbb{F}_3$.
How do I factorize a polynomial $X^n - 1$ over $Z_p$? In particular I need to find factors of the polynomial $X^{3^3 - 1} - 1 = X^{26} - 1$ over $Z_3$.
How do I factorize a polynomial $X^n - 1$ over $\mathbb{F}_p$? In particular I need to find factors of the polynomial $X^{3^3 - 1} - 1 = X^{26} - 1$ over $\mathbb{F}_3$.
How do I factorize a polynomial $X^n - 1$ over $Z_p$? In particular I need to find factors of the polynomial $X^{3^3 - 1} - 1 = X^{26} - 1$ over $Z_3$.
