Examines multimetric spaces, developing analytical tools and clarifying their interconnections, suggesting future research directions.
In the context of multisets, concepts such as multinumber, multimetric, multinorm, and multitopology have been examined, leading to the development of analytical tools that involve inequalities with a finite number of strengthened layers of truth. By establishing certain connections between these structures, the concepts have been clarified, thus laying the foundation for a theory open to further development.
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Gürdal et al. (2026) studied this question.
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