第3期 毛华，等：三支概念的一种构建方法 ·519· formal contexts[J].Knowledge-based systems,2017,116: Fuzzy sets and systems,2017,317:121-132 39-48. [17刀李美争，王国胤.三支近似概念格中基于对象-概念辨 [8]MAO Hua,ZHAO Shufeng,YANG Lanzhen.Relation- 识矩阵的属性约简方法).控制与决策，2016,31(10) ships between three-way concepts and classical 1779-1784. concepts[J].Journal of intelligent and fuzzy systems,2018, LI Meijing,WANG Guoyin.Attribute reduction based on 35(1):1063-1075. object-concept indentified matrix in approximate three- [9]刘琳，钱婷，魏玲.基于属性导出三支概念格的决策背景 way concept lattices[J].Control and decision,2016, 规则提取[).西北大学学报（自然科学版），2016,46(4)： 31(10):1779-1784. 481-487. [18]陈雪，魏玲，钱婷.基于AE-概念格的决策形式背景属 LIU Lin,QIAN Ting,WEI Ling.Rules extraction in form- 性约简[J,山东大学学报（理学版），2017,52(12)： al decision contexts based on attribute-induced three-way 95-103 concept lattices[J].Journal of Northwest University (natur- CHEN Xue,WEI Ling,QIAN Ting.Attribute reduction al science edition),2016,46(4):481-487. of decision formal context based on AE concept [10]SINGH P K.Three-way fuzzy concept lattice representa- lattices[J].Journal of Shandong University (science edi- tion using neutrosophic set[J].International journal of ma- tion),2017,52(12):95-103. chine learning and cybernetics,2016,8(1):69-79. [19]李乔.矩阵论八讲[M.上海：上海科学技术出版社， [11]SINGH P K.Medical diagnoses using three-way fuzzy 1988. concept lattice and their Euclidean distance[J].Computa- [20]GANTER B,WILLE R.Formal concept analysis:math- tional and applied mathematics,2018,37(3):3283-3306. [1]YU Huiying,LI Qingguo,CAI Mingjie.Characteristics of ematical foundations[M].Berlin Heidelberg:Springer- Verlag,1999. three-way concept lattices and three-way rough concept lattices[J].Knowledge-based systems,2018,146: 作者简介： 181-189. 毛华，教授，博士，主要研究方向 [13]KONECNY J.On efficient factorization of standard fuzzy 为概念格、图论、拟阵论。发表学术论 concept lattices and attribute-oriented fuzzy concept lat- 文100余篇。 tices[J].Fuzzy sets and systems,2018,351:108-121. [14]CIOBANU G,VAIDEANU C.A note on similarity rela- tions between fuzzy attribute-oriented concept lattices[J]. Information sciences,2018,460-461:254-263 [15]LI Meizheng,WANG Guoyin.Approximate concept con- 武秀，硕士研究生，主要研究方向 struction with three-way decisions and attribute reduction 为概念格、图论。 in incomplete contexts[J].Knowledge-based systems, 2016,91:165-178 [16]CIOBANU G,VAIDEANU C.An efficient method to factorize fuzzy attribute-oriented concept lattices[J].formal contexts[J]. Knowledge-based systems, 2017, 116: 39–48. MAO Hua, ZHAO Shufeng, YANG Lanzhen. Relation￾ships between three-way concepts and classical concepts[J]. Journal of intelligent and fuzzy systems, 2018, 35(1): 1063–1075. [8] 刘琳, 钱婷, 魏玲. 基于属性导出三支概念格的决策背景 规则提取 [J]. 西北大学学报(自然科学版), 2016, 46(4): 481–487. LIU Lin, QIAN Ting, WEI Ling. Rules extraction in form￾al decision contexts based on attribute-induced three-way concept lattices[J]. Journal of Northwest University (natur￾al science edition), 2016, 46(4): 481–487. [9] SINGH P K. Three-way fuzzy concept lattice representa￾tion using neutrosophic set[J]. International journal of ma￾chine learning and cybernetics, 2016, 8(1): 69–79. [10] SINGH P K. Medical diagnoses using three-way fuzzy concept lattice and their Euclidean distance[J]. Computa￾tional and applied mathematics, 2018, 37(3): 3283–3306. [11] YU Huiying, LI Qingguo, CAI Mingjie. Characteristics of three-way concept lattices and three-way rough concept lattices[J]. Knowledge-based systems, 2018, 146: 181–189. [12] KONECNY J. On efficient factorization of standard fuzzy concept lattices and attribute-oriented fuzzy concept lat￾tices[J]. Fuzzy sets and systems, 2018, 351: 108–121. [13] CIOBANU G, VĂIDEANU C. A note on similarity rela￾tions between fuzzy attribute-oriented concept lattices[J]. Information sciences, 2018, 460-461: 254–263. [14] LI Meizheng, WANG Guoyin. Approximate concept con￾struction with three-way decisions and attribute reduction in incomplete contexts[J]. Knowledge-based systems, 2016, 91: 165–178. [15] CIOBANU G, VĂIDEANU C. An efficient method to factorize fuzzy attribute-oriented concept lattices[J]. [16] Fuzzy sets and systems, 2017, 317: 121–132. 李美争, 王国胤. 三支近似概念格中基于对象−概念辨 识矩阵的属性约简方法 [J]. 控制与决策, 2016, 31(10): 1779–1784. LI Meijing, WANG Guoyin. Attribute reduction based on object-concept indentified matrix in approximate three￾way concept lattices[J]. Control and decision, 2016, 31(10): 1779–1784. [17] 陈雪, 魏玲, 钱婷. 基于 AE-概念格的决策形式背景属 性约简 [J]. 山东大学学报(理学版), 2017, 52(12): 95–103. CHEN Xue, WEI Ling, QIAN Ting. Attribute reduction of decision formal context based on AE concept lattices[J]. Journal of Shandong University (science edi￾tion), 2017, 52(12): 95–103. [18] 李乔. 矩阵论八讲 [M]. 上海: 上海科学技术出版社, 1988. [19] GANTER B, WILLE R. Formal concept analysis: math￾ematical foundations[M]. Berlin Heidelberg: Springer￾Verlag, 1999. [20] 作者简介： 毛华，教授，博士，主要研究方向 为概念格、图论、拟阵论。发表学术论 文 100 余篇。 武秀，硕士研究生，主要研究方向 为概念格、图论。 第 3 期 毛华，等：三支概念的一种构建方法 ·519·