On September 13.01.2016 at 10:00 a.m. featured a report by BSU “Algebra and Geometry” docent Bayramov Sadi. Teme: “Singular homology theory in the category of soft topological spaces”.
The report was devoted to in the category of soft topological spaces, a singular homology group is defined and the homotopic invariance of this group is proved. The first aim of this study is to define relative homology groups in the category of pairs of soft topological spaces. For these groups it is proved that the axioms of dimensional and exactness homological sequences hold true. The axiom of excision for singular homology groups is also proved.

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