Cantor's and Baire's theorem in fuzzy soft 2-metric spaces
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This article introduces and characterize fuzzy soft 2-metric spaces utilizing the concept of fuzzy soft points within a fuzzy soft universe. The framework of fuzzy soft 2-metric spaces allows us to explore properties, including the concept of convergence of sequences within fuzzy soft 2-metric spaces. Further, the study establishes the analysis of the Cantor's intersection theorem within the context of complete fuzzy soft 2-metric spaces.
Abstract
This article introduces and characterize fuzzy soft 2-metric spaces utilizing the concept of fuzzy soft points within a fuzzy soft universe. The framework of fuzzy soft 2-metric spaces allows us to explore properties, including the concept of convergence of sequences within fuzzy soft 2-metric spaces. Further, the study establishes the analysis of the Cantor's intersection theorem within the context of complete fuzzy soft 2-metric spaces.
참고문헌 (21)
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