Topological structures on classes III.
M. Duric (1973)
Publications de l'Institut Mathématique [Elektronische Ressource]
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Topological structures on classes III.
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Topological Structures On Classes II
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Using Mizar [9], and the formal topological space structure (FMT_Space_Str) [19], we introduce the three U-FMT conditions (U-FMT filter, U-FMT with point and U-FMT local) similar to those VI, VII, VIII and VIV of the proposition 2 in [10]: If to each element x of a set X there corresponds a set B(x) of subsets of X such that the properties VI, VII, VIII and VIV are satisfied, then there is a unique topological structure on X such that, for each x ∈ X, B(x) is the set of neighborhoods...
The group of divisibility of
Jiří Močkoř (1984)
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