Optimizing Fuzzy Rule Generation: A Grid Partitioning and Rough Set Method Approach for Enhanced Accuracy and Interpretability

Aisyah Alesha
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Abstract

This research focuses on optimizing fuzzy rule generation through the application of grid partitioning and rough set method, with the aim of enhancing both accuracy and interpretability. The proposed mathematical model addresses the challenge of generating accurate and interpretable fuzzy rule sets, particularly in the context of credit risk assessment. By utilizing grid partitioning, the input space is divided into regions, while the rough set method is employed to identify relevant features. The results show improved accuracy in classifying loan applicants into low-risk and high-risk categories, accompanied by enhanced interpretability through the generation of clear and understandable rules. The model's applicability extends to credit risk assessment and offers potential for further refinement and research. However, it is crucial to consider certain limitations, including the generalizability of results, sensitivity to grid partitioning, and the trade-off between accuracy and interpretability. In conclusion, the proposed model exhibits promise in generating accurate and interpretable fuzzy rule sets, thereby contributing to effective decision-making processes across diverse domains.
优化模糊规则生成:提高准确性和可解释性的网格划分和粗糙集方法
本研究的重点是通过网格划分和粗糙集方法优化模糊规则生成,以提高准确性和可解释性。提出的数学模型解决了生成准确和可解释的模糊规则集的挑战,特别是在信用风险评估的背景下。通过网格划分,将输入空间划分为多个区域,并采用粗糙集方法识别相关特征。结果表明,将贷款申请人分为低风险和高风险类别的准确性有所提高,同时通过生成清晰易懂的规则增强了可解释性。该模型的适用性扩展到信用风险评估,并提供了进一步完善和研究的潜力。然而,考虑某些限制是至关重要的,包括结果的通用性、对网格划分的敏感性以及准确性和可解释性之间的权衡。总之,所提出的模型在生成准确和可解释的模糊规则集方面表现出希望,从而有助于跨不同领域的有效决策过程。
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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