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Optimal granule level selection: A granule description accuracy viewpoint

机译:最佳颗粒水平选择:颗粒描述准确性观点

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摘要

Granule description has become one of the hot research topics in granular computing (GrC). Rough set theory (RST), as an important research technique for granular computing, can describe any target granule (any subset of a universe of discourse) by the lower and upper approximations. But, there is no measure to evaluate the quality of granule description in RST. Moreover, one can acquire different granule descriptions by decomposing a multi-scale information table into different single-scale information tables. Then, it is important to find the most appropriate single-scale information table for meeting specific granule description accuracy requirement. Inspired by the above problem, this paper is to discuss optimal granule level selection based on the granule description accuracy. First of all, a new granule description accuracy is defined by combining GrC and RST. After that, optimal granule level selection is investigated in a multi-scale information table subject to preserving granule description accuracies for a target granule and a group of target granules, respectively. Specially, for the case of a group of target granules, we put forward optimal granule level selection methods based on three different criteria, commonly used by people in daily life. In addition, considering that the data in real-life will be updated as time goes by, we discuss the impact on the optimal granule level when new objects are added gradually. Finally, the time complexity of the proposed algorithms is analyzed, the reasonability of setting the parameters is explained, some numerical experiments are conducted to show the effectiveness of our methods, and a comparison of our algorithms and the existing ones is made. (C) 2019 Elsevier Inc. All rights reserved.
机译:粒度描述已成为粒度计算(GrC)的热门研究主题之一。粗糙集理论(RST)作为一种重要的粒度计算研究技术,可以通过上下近似来描述任何目标粒度(话语范围的任何子集)。但是,没有措施来评估RST中颗粒描述的质量。此外,通过将多尺度信息表分解为不同的单尺度信息表,可以获得不同的颗粒描述。然后,重要的是找到最合适的单标度信息表,以满足特定的颗粒描述精度要求。受上述问题的启发,本文基于颗粒描述的准确性,探讨了最佳颗粒水平的选择方法。首先,结合GrC和RST定义了新的颗粒描述精度。之后,在多尺度信息表中研究最佳颗粒水平的选择,分别保留目标颗粒和一组目标颗粒的颗粒描述精度。特别地,对于一组目标颗粒,我们基于人们通常使用的三种不同标准,提出了最佳颗粒水平选择方法。此外,考虑到现实生活中的数据会随着时间的流逝而更新,因此我们讨论了逐渐添加新对象时对最佳颗粒水平的影响。最后,分析了所提算法的时间复杂度,说明了参数设置的合理性,并进行了数值实验,证明了所提方法的有效性,并与现有算法进行了比较。 (C)2019 Elsevier Inc.保留所有权利。

著录项

  • 来源
    《高分子論文集》 |2020年第1期|85-105|共21页
  • 作者单位

    Xian Polytech Univ Sch Sci Xian 710048 Shaanxi Peoples R China|Northwest Univ Inst Concepts Cognit & Intelligence Xian 710069 Shaanxi Peoples R China;

    Kunming Univ Sci & Technol Data Sci Res Ctr Kunming 650500 Yunnan Peoples R China|Kunming Univ Sci & Technol Fac Sci Kunming 650500 Yunnan Peoples R China;

    Northwest Univ Inst Concepts Cognit & Intelligence Xian 710069 Shaanxi Peoples R China|Northwest Univ Sch Math Xian 710069 Shaanxi Peoples R China;

    Northwest Univ Inst Concepts Cognit & Intelligence Xian 710069 Shaanxi Peoples R China|Xian Shiyou Univ Sch Sci Xian 710065 Shaanxi Peoples R China;

  • 收录信息 美国《科学引文索引》(SCI);
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

    Granular computing; Rough set theory; Multi-scale information table; Granule description; Optimal granule level;

    机译:粒度计算;粗糙集理论;多尺度信息表;颗粒描述;最佳颗粒水平;

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