Definitions from Wiktionary (topological space)
▸ noun: (topology, formally) An ordered pair (X, τ), where X is a set and τ, called the topology, is a collection of subsets of X which satisfies certain axioms and whose elements are called the open sets (or alternatively, for a different set of axioms, the closed sets);
▸ Also see topological_space
▸ Words similar to topological spaces
▸ Usage examples for topological spaces
▸ Idioms related to topological spaces
▸ Wikipedia articles (New!)
▸ Words that often appear near topological spaces
▸ Rhymes of topological spaces
▸ Invented words related to topological spaces
▸ noun: (topology, formally) An ordered pair (X, τ), where X is a set and τ, called the topology, is a collection of subsets of X which satisfies certain axioms and whose elements are called the open sets (or alternatively, for a different set of axioms, the closed sets);
▸ Also see topological_space
Phrases:
▸ Words similar to topological spaces
▸ Usage examples for topological spaces
▸ Idioms related to topological spaces
▸ Wikipedia articles (New!)
▸ Words that often appear near topological spaces
▸ Rhymes of topological spaces
▸ Invented words related to topological spaces