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Topological space
Meaning
Noun
●
In Topology:
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
); (loosely) the set X.
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
);
the set X.
Sourced from
Wiktionary
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