3. The four axiomatics of topological spaces
Topological spaces are classically defined by one of the following four equivalent axiomatics
[AF 97]
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A topological space can be introduced on an ambient set E via a collection of particular subsets called "open" such that :
Definition (topological space, axioms for open sets). A topological space is a pair
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The four axiomatics of topological spaces
Bibliography
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(1) - AERTS (D.), PULMANNOVÁ (S.) -
Representation of state property systems,
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Journal of Mathematical Physics, Vol. 47, No. 7, pp. 1-18 (2006).
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(2) - ALBUQUERQUE (L.) -
Sur les ensembles clairsemés,
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Portugaliae...
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