All elements of a finite-dimensional unital associative algebra are algebraic

Let $𝐴$ be a $𝕂$ -ring. If $𝐴$ is finite dimensional then every element in $𝐴$ is algebraic, since the series ${𝑎 𝑖} \infty 𝑖 = 1$ is linearly dependent. #m/thm/falg

#state/tidy | #lang/en | #SemBr