Definition:Euclidean Space/Rational

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Definition

Let $\Q^n$ be an $n$-dimensional vector space of rational numbers.

Let the Euclidean Metric $d$ be applied to $\Q^n$.

Then $\left({\Q^n, d}\right)$ is a Euclidean $n$-space.


Also see

  • Results about Euclidean spaces can be found here.