Category:Valuation Rings
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This category contains results about Valuation Rings.
Let $\struct {D, +, \circ}$ be an integral domain.
Let $K$ be the field of quotients of $D$.
Let $K$ be such that:
- for all $x \in K$, either $x \in D$ or $x^{-1} \in D$.
Then $D$ is a valuation ring of $K$.
Pages in category "Valuation Rings"
This category contains only the following page.