Some known compactness notions and separation axioms already given in Chang-fuzzy topological spaces are extended to a more general context of categories where I -topological spaces on arbitrary I -sets are de3ned. The invariance under morphisms in these categories and the usual hereditary conditions of the considered topological properties in such a context are investigated.
Fuzzy topological properties and hereditariness
DE MITRI, Cosimo;GUIDO, Cosimo;
2003-01-01
Abstract
Some known compactness notions and separation axioms already given in Chang-fuzzy topological spaces are extended to a more general context of categories where I -topological spaces on arbitrary I -sets are de3ned. The invariance under morphisms in these categories and the usual hereditary conditions of the considered topological properties in such a context are investigated.File in questo prodotto:
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