So I am searching for a field $K$ with these properties:
$1.$ $K$ is infinite.
$2.$ $K$ is not algebraically closed.
$3.$ $K$ is algebraic over a finite field.
I do not think the answer will be a trivial one.
So I am searching for a field $K$ with these properties:
$1.$ $K$ is infinite.
$2.$ $K$ is not algebraically closed.
$3.$ $K$ is algebraic over a finite field.
I do not think the answer will be a trivial one.
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