I'm trying to show by an example that a field $F$ of quotients of a proper subdomain $A$ of an integral domain $D$ may also be a field of quotients of $D$. I have no idea where to begin. Help?
Field of Quotients of an integral domain may also be a field of quotients?
1
$\begingroup$
abstract-algebra
field-theory
-
4Instead of starting with $D$, start somewhere between $D$ and $F$. – 2011-11-28