# Category:Polynomial Rings

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This category contains results about **Polynomial Rings**.

Definitions specific to this category can be found in **Definitions/Polynomial Rings**.

The subring of $R$ consisting of all the polynomials in $x$ over $D$ is called the **ring of polynomials over $D$** and is denoted $D \sqbrk x$.

## Pages in category "Polynomial Rings"

The following 15 pages are in this category, out of 15 total.

### M

### P

### Q

### R

- Ring Isomorphic to Polynomial Ring is Polynomial Ring
- Ring Isomorphic to Polynomial Ring is Polynomial Ring/One Variable
- Ring of Polynomial Forms is Commutative Ring with Unity
- Ring of Polynomial Forms is Integral Domain
- Ring of Polynomial Forms over Integral Domain is Integral Domain
- Ring of Polynomials over Reals is not Field