Characterizations of precompact sets in fuzzy star-shaped numbers space with Lp-metric
Huan Huang
TL;DR
This paper investigates the properties of precompact sets within the space of fuzzy star-shaped numbers equipped with an Lp-metric, providing new characterizations relevant to fuzzy analysis.
Contribution
It offers novel characterizations of precompact sets in fuzzy star-shaped number space with Lp-metric, advancing understanding in fuzzy metric spaces.
Findings
Characterizations of precompact sets established
Insights into fuzzy star-shaped numbers with Lp-metric
Contributions to fuzzy analysis and metric space theory
Abstract
In this paper, we consider the characterizations of precompact sets in fuzzy star-shaped number space with Lp-metric.
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Taxonomy
TopicsFixed Point Theorems Analysis · Fuzzy Systems and Optimization · Advanced Banach Space Theory