Ferrer, Jesús(Universitat Politècnica de València, 2003-10-01)
[EN] For a non-negative finite countably additive measure μ defined on the σ-field Σ of subsets of Ω, it is well known that a certain quotient of Σ can be turned into a complete metric space Σ (Ω), known as the Nikodym-Saks ...
Deses, D.; de Groot-Van der Voorde, A.; Lowen-Colebunders, E.(Universitat Politècnica de València, 2003-10-01)
[EN] A closure space X is a set endowed with a closure operator P(X) → P(X), satisfying the usual topological axioms, except finite additivity. A T1 closure extension Y of a closure space X induces a structure ϒ on X ...