Optimal scale selection based on three-way decisions with decision-theoretic rough sets in multi-scale set-valued decision tables

Author:

Li Runkang,Yang Jilin,Zhang Xianyong

Funder

National Natural Science Foundation of China

Sichuan Science and Technology Program of China

Natural Science Foundation of Sichuan Province

Publisher

Springer Science and Business Media LLC

Subject

Artificial Intelligence,Computer Vision and Pattern Recognition,Software

Reference43 articles.

1. Bao H, Wu WZ, Zheng JW, Li TJ (2021) Entropy based optimal scale combination selection for generalized multi-scale information tables. Int J Mach Learn Cybern 12(5):1427–1437

2. Chen YM, Zeng ZQ, Zhu QX, Tang CH (2016) Three-way decision reduction in neighborhood systems. Appl Soft Comput 38:942–954

3. Chen YS, Li JJ, Huang JX (2019) Matrix method for the optimal scale selection of multi-scale information decision systems. Mathematics 7(3):290–306

4. Chen Y, Hu J, Zhang QH, Wang GY (2020) Multi-scale set-valued information system and its optimal scale selection. J Shanxi Univ Nat Sci Ed 43(4):765–775

5. Chen YS, Li JJ, Lin RD, Chen DX, Huang ZH (2022) Multi-scale set value decision information system. Control Decis 37(2):455–463 ((in Chinese))

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