Radó's Theorem (Riemann Surfaces)
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Theorem
A Riemann surface is second countable.
Proof
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Source of Name
This entry was named for Tibor Radó.
Sources
1991: O. Forster: Lectures on Riemann Surfaces Chapter $3$: Non-compact Riemann Surfaces: $\S$ $23$: Countable Topology: Theorem $23.3$