Uncertainty measurement for heterogeneous data: an application in attribute reduction

被引:0
作者
Yan Song
Gangqiang Zhang
Jiali He
Shimin Liao
Ningxin Xie
机构
[1] Yulin Normal University,School of Mathematics and Statistics
[2] Guangxi University for Nationalities,School of Artificial Intelligence
[3] Guangxi University for Nationalities,School of Mathematics and Physics
来源
Artificial Intelligence Review | 2022年 / 55卷
关键词
HIS; Uncertainty; Measurement; Effectiveness; Attribute reduction;
D O I
暂无
中图分类号
学科分类号
摘要
In the era of big data, multimedia, hyper-media and social networks are emerging, and the amount of information is growing rapidly. When people participate in the process of massive data processing, they will encounter data with different structures, so data has heterogeneity. How to acquire hidden and valuable knowledge from heterogeneous data and measure its uncertainty is an important problem in artificial intelligence. This paper investigates uncertainty measurement for heterogeneous data and gives its application in attribute reduction. The concept of a heterogeneous information system (HIS) is first proposed. Then, an equivalence relation on the object set is constructed. Next, uncertainty measurement for a HIS is investigated, a numerical experiment is given, and dispersion analysis, correlation analysis, and Friedman test and Bonferroni–Dunn test in statistics are conducted. Finally, as an application of the proposed measures, attribute reduction in a HIS is studied, and the corresponding algorithms and their analysis are proposed.
引用
收藏
页码:991 / 1027
页数:36
相关论文
共 97 条
  • [1] Beaubouef T(1998)Information-theoretic measures of uncertainty for rough sets and rough relational databases Inf Sci 109 185-195
  • [2] Petry FE(2014)An entropy-based uncertainty measurement approach in neighborhood systems Inf Sci 279 239-250
  • [3] Arora G(1961)Multiple comparisons among means J Am Stat Assoc 56 52-64
  • [4] Chen YM(1998)Uncertainty measures of rough set prediction Artif Intell 106 109-137
  • [5] Wu KS(2012)Uncertainty measurement for interval-valued decision systems based on extended conditional entropy Knowl-Based Syst 27 443-450
  • [6] Chen XH(1940)A comparison of alternative tests of significance for the problem of m rankings Ann Math Stat 11 86-92
  • [7] Tang CH(2008)Neighborhood rough set based heterogeneous feature subset selection Inf Sci 178 3577-3594
  • [8] Zhu QX(2006)Information-preserving hybrid data reduction based on fuzzy-rough techniques Pattern Recogn Lett 27 414-423
  • [9] Dunn OJ(2016)Relationships between knowledge bases and related results Knowl Inf Syst 49 171-195
  • [10] Dütsch I(2019)Uncertainty measurement for a fuzzy relation information system IEEE Trans Fuzzy Syst 27 2338-2352