Computer Science ›› 2022, Vol. 49 ›› Issue (11A): 210700191-5.doi: 10.11896/jsjkx.210700191
• Big Data & Data Science • Previous Articles Next Articles
XU Wei-hua, ZHANG Jun-jie, CHEN Xiu-wei
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[1]ZADEH L A.Fuzzy sets[J].Information Control,1965,8(3):338-353. [2]ZADEH L A,GUPTA M M,RAGADE R K,et al.Fuzzy sets and information granularity[M].Amsterdam,1979. [3]TABAKOV M,CHLOPOWIEC A,DLUBAK A.Classificationwith Fuzzification Optimization Combining Fuzzy Information Systems and Type-2 Fuzzy Inference[J].Applied Sciences,2021,11(8):3484. [4]KANZAWA Y,MIYAMOTO S.Generalized Fuzzy c-MeansClustering and its Property of Fuzzy Classification Function[J].Journal of Advanced Computational Intelligence and Intelligent Informatics,2021,25(1):73-82. [5]SANZ J A,BUSTINCE H.A wrapper methodology to learn interval-valued fuzzy rule-based classification systems[J].Applied Soft Computing,2021,104(3):107249. [6]SHEN S,CUI J.Estimation and inference of the fuzzy linear regression model with L fuzzy observations[C]//Fifth International Joint Conference on Computational Sciences & Optimization.IEEE,2012:354-358. [7]KHAMMAR A H,AREFI M,AKBARI M G.A general approach to fuzzy regression models based on different loss functions[J].Soft Computing,2021,25:1-15. [8]SPILIOTISM,GARROTE L.Unit hydrograph identificationbased on fuzzy regression analysis[J].Evolving Systems,2021(8):1-22. [9]CHEN Z,BAGHERINIA A,MINAEI-BIDGOLI B,et al.Fuzzy Clustering Ensemble Considering Cluster Dependability[J].International Journal of Artificial Intelligence Tools,2021,30(2):2150007. [10]FERRAROM B.A class of two-mode clustering algorithms in a fuzzy setting[J].Econometrics and Statistics,2020(18):63-78. [11]GUPTA A,DATTA S,DAS S.Fuzzy Clustering to IdentifyClusters at Different Levels of Fuzziness:An Evolutionary Multiobjective Optimization Approach[J].IEEE Transactions on Cybernetics,2019,51(5):1-11. [12]PAWLAK Z.Rough sets[J].International Journal of Computer &Information Sciences,1982,11(5):341-356. [13]XU W H,ZHANG W X.Distribution Reduction in Inconsistent Information Systems Based on Dominance Relations[J].Fuzzy Systems and Mathematics,2007,21(4):124-131. [14]MI J S,WU W Z,ZHANG W X.Comparative Studies of Know-ledge Reductions in Inconsistent Systems[J].Fuzzy Systems and Mathematics,2003,17(3):54-60. [15]ZHANG W X,MI J S,WU W W.Knowledge Reductions in Inconsistent Information Systems[J].Chinese Journal of Compu-ters,2003,26(1):12-18. [16]XU W H,ZHANG W X.Knowledge Reductions in Inconsistent Information Systems Based on Dominance Relations[J].Computer Science,2006,33(2):182-184. [17]CHEN D,DONG L,MI J.Incremental mechanism of attributereduction based on discernible relations for dynamically increa-sing attribute[J].Soft Computing,2020,24(1):321-332. [18]DONG L,CHEN D.Incremental attribute reduction with rough set for dynamic datasets with simultaneously increasing samples and attributes[J].International Journal of Machine Learning and Cybernetics,2020,11(5):1339-1355. [19]DING W,LIN C T,WITOLD P.Multiple Relevant Feature Ensemble Selection Based on Multilayer Co-Evolutionary Consensus MapReduce[J].IEEE Transactions on Cybernetics,2018,50(2):425-439. [20]DING W,LIN C T,CAO Z.Shared Nearest-Neighbor Quantum Game-Based Attribute Reduction With Hierarchical Coevolutionary Spark and Its Application in Consistent Segmentation of Neonatal Cerebral Cortical Surfaces[J].IEEE Transactions on Neural Networks and Learning Systems,2019,30(7):2013-2027. [21]SANG B,CHEN H,YANG L,et al.Feature selection for dynamic interval-valued ordered data based on fuzzy dominance neighborhood rough set[J],Knowledge-Based System,2021,227,107223. [22]SINGH S,SHREEVASTAVA S,SOM T,et al.A fuzzy simila-rity-based rough set approach for attribute selection in set-va-lued information systems[J].Soft Computing,2020,24(6):4675-4691. [23]SANG B,CHEN H,YANG L,et al.Incremental Feature Selection Using a Conditional Entropy Based on Fuzzy Dominance Neighborhood Rough Sets[J].IEEE Transactions on Fuzzy Systems,2022,30(6):1683-1697. [24]WEN S,BAO Q.Dominance-based rough set approach to incomplete ordered information systems[J].Information Sciences:An International Journal,2016,346:106-129. [25]DAI J H,ZHENG G J,HAN H F,et al.Probability Approach for Interval-valued Ordered Decision Systems in Dominance-based Fuzzy Rough Set Theory[J].Journal of Intelligent & Fuzzy Systems:Applications in Engineering and Technology,2017,32(1):703-710. [26]GUAN L.A heuristic algorithm of attribute reduction in incomplete ordered decision systems[J].Journal of Intelligent & Fuzzy Systems,2019,36(4):3891-3901. [27]DENG S,GUAN S,MIN L I,et al.Decomposition for a newkind of imprecise information system[J].Frontiers of Computer Science(print),2018,12(2):376-395. [28]SUN B,MA W,GONG Z.Dominance-based rough set theoryover interval-valued information systems[J].Expert Systems,2014,31:185-197. |
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