刘贵龙（教授）的个人简介
刘贵龙，男，1962年11月出生，江西广昌人。理学博士，教授，博导，北京语言大学信息科学学院院长，北京语言大学学术委员会副主任，全国高等院校计算机基础教育研究会秘书长，国际粒计算学会中国分会主席。
工作经历
1993-2000中国地质大学（北京）信息工程学院任教，历任讲师、副教授、教授、院长。
2000 -至今北京语言大学信息科学学院任教，现任北京语言大学信息科学学院院长。
研究方向
数据挖掘、计算智能、粗集理论及应用.
科研项目
1.国家自然科学基金: 广义粗集的拓扑结构、方法及应用研究 (项目编号:60973148)
2.国家自然科学基金: 粗集的线性结构及其在粒计算中的拓展研究 (项目编号:61272031)
3.教育部科学技术研究重点项目: 数据挖掘中的粗集、模糊集理论与方法研究
4.教育部科学技术研究重点项目: 量子群的结构理论
科研论文
[1]刘贵龙,Axiomatic Systems for Rough Sets and Fuzzy Rough Sets, International Journal of Approximate Reasoning 48(2008) 857-867.(SCI)
[2]刘贵龙, Generalized Rough Set Over Fuzzy Lattices, Information Sciences 178 (2008) 1651-1662. (SCI)
[3]刘贵龙,The Axiomization of the Rough Sets Upper Approximation Operations， Fundamenta Informaticae 69（2006）331-342. (SCIE)
[4]刘贵龙,William Zhu, The algebraic structures of generalized rough set theory, Information Sciences (21)178(2008) 4105-4113. (SCI)
[5]刘贵龙,Ying Sai, A comparison of two types of rough sets induced by coverings, International Journal of Approximate Reasoning (3)50 (2009) 521-528(SCI)
[6]刘贵龙,Rough set theory based on two universal sets and its applications, Knowledge-Based Systems, 23(2010) 110-115. (SCI)
[7]刘贵龙, Ying Sai, Invertible approximation operators of generalized rough sets and fuzzy rough sets, Information Sciences (11)180（2010）112221-2229. (SCI)
[8]刘贵龙,Closures and topological closures in quasi-discrete closure spaces, Applied Mathematics Letters， 23 (2010) 772_776. (SCI)
[9] 刘贵龙, Using one axiom to characterize rough set and fuzzy rough set approximations,Information Sciences 223 (2013) 285u2013296. (SCI)
[10]刘贵龙,The relationship among different covering approximations, Information Sciences 250 (2013) 178-183. (SCI)
[11]刘贵龙,Kai Zhu, The relationship among three types of rough approximation pairs,Knowledge-Based Systems 60 (2014) 28-34. (SCI)
[12]刘贵龙, Special types of coverings and axiomatization of rough sets based on partial orders, Knowledge-Based Systems 85 (2015) 316-321. (SCI)
[13]刘贵龙, Ling Li, Jitao Yang,Yanbin Feng,Kai Zhu, Attribute reduction approaches for general relation decision systems, Pattern Recognition Letters 65 (2015) 81-87. (SCI)
[14]刘贵龙等, Rough sets and Zadehu2019s extension principles, The Proceedings of 2007 IEEE International Conference on Granular Computing,180-185,2007
[15]刘贵龙,J.Liu，Linear Structure of Fuzzy Rough Sets，The Proceedings of 2008 IEEE International Conference on Granular Computing,432-437,2008
[16]刘贵龙等, An Equivalent Definition of Rough Sets，The Proceedings of RSCTC 2008, LNAI 5306, 52u201360,2008
[17]刘贵龙, Closures of Intuitionistic Fuzzy Relations，LNAI 5589, pp. 281u2013288, 2009.
[18]刘贵龙, Lattice Structures of Rough Fuzzy Sets, RSFDGrC 2009, LNAI 5908, pp. 253u2013260, 2009.
[19]刘贵龙,刘洁, On Structure of Generalized Intuitionistic Fuzzy Rough Sets, The Proceedings of IEEE GrC09, 419-423,2009
[20] 刘贵龙,Lattices from arbitrary relations, The Proceedings of 2010 IEEE International Conference on Granular Computing, 326-329,2010
[21]刘贵龙, A comparison of two types of generalized rough sets. The Proceedings of 2011 IEEE International Conference on Granular Computing, 423-426,2011
[22]刘贵龙, Topologies Induced by Equivalence Relations, Y. Wu (Ed.): ICHCC 2011, CCIS 163, pp. 204u2013209, 2011. Springer-Verlag Berlin Heidelberg 2011
