Category:Lagrange's Theorem (Number Theory)
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This category contains pages concerning Lagrange's Theorem (Number Theory):
Let $\struct {\Z_p, +_p, \times_p}$ be the ring of integers modulo $p$ for some prime $p$.
Let $f$ be a polynomial in one variable of degree $n$ over $\Z_p$.
Then $f$ has at most $n$ roots in $\Z_p$.
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Pages in category "Lagrange's Theorem (Number Theory)"
This category contains only the following page.