This article investigates rough lacunary statistical convergence in L-fuzzy normed spaces, indicating new insights into limit points and boundedness.
The present article aims to explain and investigate the concept of rough lacunary statistical convergence of sequences through ideals within L-fuzzy normed spaces. We introduce key concepts such as rough lacunary ideal statistical limit points and rough lacunary ideal cluster points in L-fuzzy normed spaces. Additionally, we examine the theory of boundedness, convexity, and closedness related to rough lacunary ideal statistical limit points.
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Kaur et al. (2025) studied this question.
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