Definitions from Wiktionary (standard topology)
▸ noun: (topology) The topology of the real number system generated by a basis which consists of all open balls (in the real number system), which are defined in terms of the one-dimensional Euclidean metric.
▸ noun: (topology) The topology of a Euclidean space ℝⁿ such that any subset of that space is open (i.e. belonging to the topology) if it can be written as a union of open balls from that space.
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▸ noun: (topology) The topology of the real number system generated by a basis which consists of all open balls (in the real number system), which are defined in terms of the one-dimensional Euclidean metric.
▸ noun: (topology) The topology of a Euclidean space ℝⁿ such that any subset of that space is open (i.e. belonging to the topology) if it can be written as a union of open balls from that space.
Similar:
product topology,
topological space,
topology,
base,
open set,
trivial topology,
discrete topology,
underlying set,
cofinite topology,
handle,
more...
▸ Words similar to standard topology
▸ Usage examples for standard topology
▸ Idioms related to standard topology
▸ Wikipedia articles (New!)
▸ Words that often appear near standard topology
▸ Rhymes of standard topology
▸ Invented words related to standard topology