# Finite Field Extensions and the Sum of the Elements in Proper Subextensions

Let $F$ be a limited area, and also allow $u,v$ be algebraic over $F$. Take into consideration the areas $F(u,v),F(u)$ and also $F(v)$. Must it hold true that $F(u,v) = F(u)$ or $F(u,v) = F(u+v)$?

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2022-07-25 20:46:55
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