Advancements in Optimizing Fuzzy Grid Partition for Enhanced Rule Generation Performance: Algorithms, Interpretability, and Scalability

Nazarshoev Shofakirova, Tojiniso Khorg
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Abstract

This research focuses on optimizing fuzzy grid partitioning to enhance rule generation performance in fuzzy rule-based systems. A novel mathematical formulation is proposed, aiming to minimize the number of fuzzy grid cells while considering coverage, regularity, and overlap constraints. The study demonstrates the effectiveness of the approach through a case example in credit risk assessment. The optimized fuzzy grid partitioning scheme generates concise and interpretable fuzzy rules, improving the accuracy and interpretability of the rule-based system. The research highlights the significance of interpretability in rule-based systems and showcases the scalability and applicability of the approach across various domains. However, limitations include the lack of comprehensive comparisons, limited exploration of generalizability to different datasets, and the need for real-world implementation considerations. Nonetheless, this research provides valuable insights into optimizing fuzzy grid partitioning for rule generation and contributes to the advancement of fuzzy rule-based systems in decision support and problem-solving tasks. Future work should address the identified limitations and explore the practical implementation of the approach.
优化模糊网格划分以增强规则生成性能的进展:算法、可解释性和可扩展性
本文主要研究如何优化模糊网格划分,以提高基于模糊规则系统的规则生成性能。提出了一种新的数学公式,以最小化模糊网格单元的数量,同时考虑覆盖、规则和重叠约束。通过一个信用风险评估案例,验证了该方法的有效性。优化后的模糊网格划分方案生成简洁、可解释的模糊规则,提高了基于规则的系统的准确性和可解释性。该研究强调了可解释性在基于规则的系统中的重要性,并展示了该方法在各个领域的可扩展性和适用性。然而,局限性包括缺乏全面的比较,对不同数据集的通用性的探索有限,以及需要考虑现实世界的实现。尽管如此,本研究为优化规则生成的模糊网格划分提供了有价值的见解,并有助于在决策支持和问题解决任务中推进基于模糊规则的系统。今后的工作应解决已确定的限制,并探讨该方法的实际实施。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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