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$\mathcal P(K)=\mathcal R(K)$ iff $\Bbb C\backslash K$ is connected

Let $K$ be a compact set in $\Bbb C$. Let $\mathcal P(K)$ be the closed algebra generated by polynomials on $K$ and $\mathcal R(K)$ the closed algebra generated by rational functions without poles in $...
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