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Cech homology groups of sostak fuzzy topological spaces
(Maltepe Üniversitesi, 2009) Bayramov, Sadi; Gündüz(Aras), Çiğdem
By using the covering of Sostak fuzzy topological spaces, inverse system of simplicial complexes is constituted. ? Cech ? homology groups are defined via of the inverse system. It is proved that Cech homology groups are a functor. Later, axioms ? of homology theory are checked for this homology groups. To prove homotopic invariant of homology groups, we give new homotopy relation in the category of Sostak fuzzy topological spaces.
Some notes on soft D? metric spaces
(AIP Publishing, 2019) Gunduz Aras, Cigdem; Bayramov, Sadi; Yazar, Murat Ibrahim
In this paper, we define soft D? metric spaces and give some fundamental definitions. In addition to this, we define a soft ?? distance on a complete soft D? metric.
Some notes on soft D? metric spaces
(Maltepe Üniversitesi, 2019) Aras, Çiğdem Gündüz; Bayramov, Sadi; Yazar, Murat İbrahim
In this paper, we define soft D? metric spaces and give some fundamental definitions. In addition to this, we define a soft ?? distance on a complete soft D? metric.