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SOFT SUPER-SPACE OF A SOFT METRIC SPACE WITH SOFT POINT
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SOFT TOPOLOGY DERIVED BY SOFT POINTS AND FIXED POINT FUNCTIONS
Proceedings of the 23rd International Academic Conference, Venice, 2016Abstract: Soft set theory was proposed by Molodtsov [1], for modeling vague ness and uncertainties inherent in the problems of engineering, physical science, biological science, economics, social science, medical science, etc. Recently, studies on soft set theory are progressing rapidly.
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SEQUENCE OF SOFT POINTS IN SOFT Δ-METRIC SPACES
Advances in Mathematics: Scientific Journal-, 2021In this paper, we have constructed a sequence of soft points in one soft set with respect to a fixed soft point of another soft set. The convergence and boundedness of these sequences in soft Δ-metric spaces are defined and their properties are established. Further, the complete soft Δ-metric spaces are introduced by defining soft Δ-Cauchy sequences.
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