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·888· 智能系统学报 第12卷 ences.2007,177(1y3-27 rough sets and multiple-premise gradual decision rules[J] [9]QIAN Y H,LIANG J Y.Rough set method based on multi- International journal of approx-imate reasoning,2006. ganulations[C]//Proceedings of the 5th IEEE International 41(2):179-211. Conference on Cognitive Informatics.Piscataway,2006: [21]翟永健,张宏.优势关系多粒度粗糙模糊集及决策规则 297-304. 获取[.江苏大学学报:自然科学版,2012,33(3): [10]QIAN Y H,LIANG JY,YAO YY,et al.MGRS:a multi- 310-315. granulati on rough set[J].Information sciences,2010, ZHAI Yongjian,ZHANG Hong,Dominance based multi- 180(6:949-970 granulation rough fuzzy sets and acquisition of decision [11]QIAN Y H,LIANG J Y,Wei W.Pessimistic rough de- rules[J].Dominance based multigranulation rough fuzzy cision[J].Journal of ZheJiang ocean university:natural sci- sets and acquisition of decision rules[].Journal of Jiangsu ence,2010,29(5):440-449. university:natural science edition,2012,33(3):310-315. [12]QIAN Y H,LIANG J Y,DANG C Y.Incomplete multi- [22]XU Z S.Intuitionistic preference relations and their applic- granulation rough set[J].IEEE transactions on systems, ation in group decision making[J].Information sciences, man and cybernetics,part a systems and humans,2010, 2007,177(11):2363-2379. 40(2):420-431. [23]RAHMAN S.On cuts of Atanassov's intuitionistic fuzzy [13】桑妍丽,钱宇华.一种悲观多粒度粗糙集中的粒度约简 sets with respect to fuzzy connectives[J].Information sci- 算法模式识别与人工智能,2012,25(3):361-366, ences,2016.340-341(1)262-278. SANG Yanli,QING Yuhua.A granular space reduction [24]KLIR G J,YUAN B.Fuzzy sets and fuzzy logic:theory approach to pessimistic multi-granulation rough sets[J]. and applications[M].5 th ed.New Delhi,India:Prentice Pattern recognition and artificial intelligence,2012,25(3): Hall of India Private limited,2008:1-591. 361-366. 作者简介: [14]ZHANG M,XU W Y,YANG X B,et al.Incomplete vari- 梁美社,男,1986年生,讲师,博 able multigranulation rough sets decision[J].Applied math- 士研究生,主要研究方向为粗糙集理 ematics and information sciences,2014,8(3):1159-1166. 论、粒计算。 [15]XU W H,SUN W X,ZHANG X Y,et al.Multiple granu- lation rough set approach to ordered information systems[J].International journal of general systems,2012. 41(5):475-501 16]YANG X B,SONG X N.DOU H L,et al.Multigranula- 米据生,男,1966年生,教授、博 tion rough set:from crisp to fuzzy case[J].Analyses of 士生导师,主要研究方向为粗糙集、概 fuzzy mathematics and informatics,2011,1(1):55-70. 念格,近似推理。 [17]LIN G P,QIAN Y H,LI JJ.NMGRS:neighborhood-based multigranulation rough sets[J].International journal of ap- proximate reasonining,2012,53(7):1080-1093. [18]QIAN Y H,ZHANG H,SANG Y L,et al.Multigranula- tion decision-theoretic rough sets[J].International journal 赵天娜,女,1992年生,硕士研究 of approximate reasoning,2014,55(1):225-237. 生,主要研究方向为粗糙集、概念格。 [19]GRECO S,MATARAZZO B,SLOWINSKI R.Rough sets theory for multicriteria decision analysis[J].European journal of operational research,2001,129(1):1-47. [20]GRECO S,MATARAZZO B,SLOWINSKI R.Fuzzyences, 2007, 177(1): 3–27. QIAN Y H, LIANG J Y. Rough set method based on multi￾ganulations[C]//Proceedings of the 5th IEEE International Conference on Cognitive Informatics. Piscataway, 2006: 297–304. [9] QIAN Y H, LIANG J Y, YAO Y Y, et al. MGRS: a multi￾granulati on rough set[J]. Information sciences, 2010, 180(6): 949–970. [10] QIAN Y H, LIANG J Y, Wei W. Pessimistic rough de￾cision[J]. Journal of ZheJiang ocean university: natural sci￾ence, 2010, 29(5): 440–449. [11] QIAN Y H, LIANG J Y, DANG C Y. Incomplete multi￾granulation rough set[J]. IEEE transactions on systems, man and cybernetics, part a : systems and humans, 2010, 40(2): 420–431. [12] 桑妍丽, 钱宇华. 一种悲观多粒度粗糙集中的粒度约简 算法[J]. 模式识别与人工智能, 2012, 25(3): 361–366. SANG Yanli, QING Yuhua. A granular space reduction approach to pessimistic multi-granulation rough sets[J]. Pattern recognition and artificial intelligence, 2012, 25(3): 361–366. [13] ZHANG M, XU W Y, YANG X B, et al. Incomplete vari￾able multigranulation rough sets decision[J]. Applied math￾ematics and information sciences, 2014, 8(3): 1159–1166. [14] XU W H, SUN W X, ZHANG X Y, et al. Multiple granu￾lation rough set approach to ordered information systems[J]. International journal of general systems, 2012, 41(5): 475–501. [15] YANG X B, SONG X N, DOU H L, et al. Multigranula￾tion rough set: from crisp to fuzzy case[J]. Analyses of fuzzy mathematics and informatics, 2011, 1(1): 55–70. [16] LIN G P, QIAN Y H, LI J J. NMGRS: neighborhood-based multigranulation rough sets[J]. International journal of ap￾proximate reasonining, 2012, 53(7): 1080–1093. [17] QIAN Y H, ZHANG H, SANG Y L, et al. Multigranula￾tion decision-theoretic rough sets[J]. International journal of approximate reasoning, 2014, 55(1): 225–237. [18] GRECO S, MATARAZZO B, SLOWINSKI R. Rough sets theory for multicriteria decision analysis[J]. European journal of operational research, 2001, 129(1): 1–47. [19] [20] GRECO S, MATARAZZO B, SLOWINSKI R. Fuzzy rough sets and multiple-premise gradual decision rules[J]. International journal of approx- imate reasoning, 2006, 41(2): 179–211. 翟永健, 张宏. 优势关系多粒度粗糙模糊集及决策规则 获取[J]. 江苏大学学报: 自然科学版, 2012, 33(3): 310–315. ZHAI Yongjian, ZHANG Hong, Dominance based multi￾granulation rough fuzzy sets and acquisition of decision rules[J]. Dominance based multigranulation rough fuzzy sets and acquisition of decision rules[J]. Journal of Jiangsu university: natural science edition, 2012, 33(3): 310–315. [21] XU Z S. Intuitionistic preference relations and their applic￾ation in group decision making[J]. Information sciences, 2007, 177(11): 2363–2379. [22] RAHMAN S. On cuts of Atanassov’s intuitionistic fuzzy sets with respect to fuzzy connectives[J]. Information sci￾ences, 2016, 340-341(1): 262–278. [23] KLIR G J, YUAN B. Fuzzy sets and fuzzy logic: theory and applications[M]. 5 th ed. New Delhi, India: Prentice Hall of India Private limited, 2008: 1–591. [24] 作者简介: 梁美社,男,1986 年生,讲师,博 士研究生,主要研究方向为粗糙集理 论、粒计算。 米据生,男,1966 年生,教授、博 士生导师,主要研究方向为粗糙集、概 念格,近似推理。 赵天娜,女,1992 年生,硕士研究 生,主要研究方向为粗糙集、概念格。 ·888· 智 能 系 统 学 报 第 12 卷
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