Cantor–Bendixson rank

E2099810 UNEXPLORED

The Cantor–Bendixson rank is an ordinal-valued measure that classifies points in a topological space according to the stage at which they are removed by iteratively deleting isolated points in the Cantor–Bendixson derivative process.

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Label	Occurrences
Cantor–Bendixson rank canonical	1

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Cantor normal form → relatedConcept → Cantor–Bendixson rank ⓘ