Category:Definitions/Divisors of Polynomials
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This category contains definitions related to Divisors of Polynomials.
Related results can be found in Category:Divisors of Polynomials.
Let $D$ be an integral domain.
Let $D \sqbrk x$ be the polynomial ring in one variable over $D$.
Let $f, g \in D \sqbrk x$ be polynomials.
Then:
- $\exists h \in D \sqbrk x : g = f h$
This is denoted:
- $f \divides g$
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