数据集分类中模糊规则生成的混合网格划分和粗糙集方法

Park Françoisee Vernadate
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引用次数: 1

摘要

模糊规则生成的网格划分和粗糙集混合方法是一种新的分类方法,旨在解决不确定和不精确的数据集分类问题。该方法结合了网格划分、粗糙集理论和模糊规则生成的概念,以提高分类的准确性和可解释性。混合网格划分技术将属性空间划分为网格结构,捕获数据集中的底层结构和关系。然后利用粗糙集理论对数据集进行分析,识别相关属性,降低维数,提高分类效率。模糊规则生成利用模糊逻辑捕获数据集中存在的不精确和不确定的知识,生成灵活、鲁棒的模糊规则。规则评估和选择过程用于确定准确和可解释的分类模型的高质量规则。提出的方法为处理复杂数据集提供了一个全面的框架,在各个领域展示了改进的分类性能。实验评估和与其他分类方法的比较验证了混合网格划分和粗糙集方法在数据集分类中模糊规则生成的有效性和实用性。这项研究有助于推进数据集分类领域,特别是在不确定性和不精确的情况下。该方法为处理复杂数据集和提高不同领域的分类性能提供了一个全面的框架。
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Hybrid Grid Partition and Rough Set Method for Generation of Fuzzy Rules in Dataset Classification
The Hybrid Grid Partition and Rough Set Method for Fuzzy Rule Generation in Dataset Classification is a novel approach aimed at addressing the challenges of classifying datasets with uncertainty and imprecision. This methodology combines the concepts of grid partitioning, rough set theory, and fuzzy rule generation to enhance classification accuracy and interpretability. The hybrid grid partitioning technique divides the attribute space into a grid structure, capturing the underlying structure and relationships in the dataset. Rough set theory is then utilized to analyze the dataset and identify relevant attributes, reducing dimensionality and improving classification efficiency. Fuzzy rule generation employs fuzzy logic to capture imprecise and uncertain knowledge present in the dataset, generating flexible and robust fuzzy rules. Rule evaluation and selection processes are employed to identify high-quality rules for accurate and interpretable classification models. The proposed methodology offers a comprehensive framework for handling complex datasets, demonstrating improved classification performance in various domains. Experimental evaluations and comparisons with other classification approaches validate the effectiveness and practicality of the Hybrid Grid Partition and Rough Set Method for Fuzzy Rule Generation in Dataset Classification. This research contributes to advancing the field of dataset classification, particularly in scenarios where uncertainty and imprecision are prevalent. The proposed approach offers a comprehensive framework for handling complex datasets and improving classification performance in various domains.
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