Definitions from Wiktionary (fundamental group)
▸ noun: (topology) For a specified topological space, the group whose elements are homotopy classes of loops (images of some arbitrary closed interval whose endpoints are both mapped to a designated point) and whose group operation is concatenation.
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▸ noun: (topology) For a specified topological space, the group whose elements are homotopy classes of loops (images of some arbitrary closed interval whose endpoints are both mapped to a designated point) and whose group operation is concatenation.
Similar:
mapping class group,
topological group,
algebraic fundamental group,
homotopy,
paratopological group,
profinite group,
homology group,
homology,
locally compact group,
cycle group,
more...
Opposite:
Phrases:
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▸ Wikipedia articles (New!)
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▸ Invented words related to fundamental group