Every infinite type Riemann surface without planar ends admits an infinite Schottky uniformization, generalizing the classical finite Schottky retrosection theorem.
Ker ´ekj´art´o.Vorlesungen ¨ uber Topologie I
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Infinite Schottky groups and group actions on infinite type surfaces
Every infinite type Riemann surface without planar ends admits an infinite Schottky uniformization, generalizing the classical finite Schottky retrosection theorem.