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基于面向问题概念格的技能约简与推测关系 被引量:7

Skill reduction and surmise relation based on object problem concept lattice
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摘要 知识空间理论与形式概念分析具有紧密联系.进一步讨论技能映射与技能背景的联系.首先,构造技能背景的面向问题(技能)概念格,更直接地获取知识结构.其次,基于面向问题概念格,给出求解知识空间的技能约简与基的不同方法.最后,基于技能背景,给出快速求解问题的推测关系的方法. Knowledge space theory is closely related to formal concept analysis.It further discusses the relationship between skill mapping and skill context.Firstly,constructs object(skill)problem concept lattice of skill context to obtain the knowledge structure more directly.Secondly,based on the object-problem concept lattice,different methods for solving the skill reduction and basis of knowledge space are given.Finally,based on the skill context,a method for quickly solving the surmise relation of the problem is given.
作者 冯丹露 周银凤 FENG Danlu;ZHOU Yinfeng(School of Mathematics and Statistics,Minnan Normal University,Zhangzhou,Fujian 363000,China)
出处 《闽南师范大学学报(自然科学版)》 2021年第2期36-44,共9页 Journal of Minnan Normal University:Natural Science
关键词 知识空间理论 面向问题概念格 技能背景 技能约简 知识基 推测关系 knowledge space theory object-problem concept lattice skill context skill reduction knowledge base surmise relation
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  • 1张文修,魏玲,祁建军.概念格的属性约简理论与方法[J].中国科学(E辑),2005,35(6):628-639. 被引量:195
  • 2曹新社.基于项目反应理论的计算机自适应考试系统[J].福建电脑,2006,22(3):142-143. 被引量:9
  • 3Shi Zhongzhi. Looking forward to intelligent science[J]. Scientific Chinese, 2008(8): 47-49.
  • 4Falmagne J C, Koppen M, Villano M, et al. Introduction to knowledge spaces: How to build, test, and search them[J]. Psychological Review, 1990, 97(2): 201-224.
  • 5Pawlak Z. Rough sets: Theoretical aspects of reasoning about data[M]. Boston: Kluwer Academic Publishers, 1991.
  • 6Xu Feifei, Miao Duoqian, Yao Yiyu, et al. Analyzing skill ceedings of the 8th IEEE International Conference on Cognitive Informatics(ICCI 2009), 2009:174-180.
  • 7Miao Duoqian, Wang Guoyin, Liu Qing, et al. Granular computing: Past, present and prospects[M]. Beijing: Science Press, 2007.
  • 8Komer C, Wesiak G, Hockemeyer C. Introduction to knowledge spaces: Theory and applications[EB/OL] (2001-01). http://wundt.uni-graz.at/MathPsych/cda/over view sokrates.htm.
  • 9Doignon J P, Falmagne J C. Knowledge spaces[M]. New York: Springer-Verlag, 1999.
  • 10Albert D. Knowledge structures[M]. New York: Springer- Verlag, 1994.

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