Category:Definitions/Polynomial Divisors Modulo Integer

This category contains definitions related to polynomial divisors modulo $m$.
Related results can be found in Category:Polynomial Divisors Modulo Integer.

Let $\map f x \div_m \map g x$ denote the operation of polynomial division modulo $m$:

$\map f x \div_m \map g x$ equals the integral polynomial $\map h x$ such that:

$\map g x \times_m \map h x \equiv \map f x \pmod m$

The polynomials $\map g x$ and $\map h x$ are (polynomial) divisors of $\map f x$ modulo $m$.