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Vinony

subspace topology

  1. the topology of a subset S of a topological space X which is obtained by considering any subset of S to be an open set if it corresponds to the intersection of S with some open set of X
L1482722 on Wikidata ↗

Wiktionary

noun

  1. The topology of a subset S of a topological space X which is obtained by considering any subset of S to be an open set if it corresponds to the intersection of S with some open set of X.