CAJ | 학술논문

异构数据在各种实际应用中大量存在，异构数据的建模与关联分析占有重要地位，传统的概念格模型以及现有的各种扩展模型已经不适应这种需求。本文对Ganter和Wille定义的Galois连接函数 f（A）和 g（B）进行修正，讨论了异构数据集上的偏序形成，提出了面向异构数据分析的广义概念格模型。文中事件分析的例子表明：采用广义概念格模型可以对异构数据建模型，进行关联分析挖掘隐含知识。
이구수거재각충실제응용중대량존재，이구수거적건모여관련분석점유중요지위，전통적개념격모형이급현유적각충확전모형이경불괄응저충수구。본문대Ganter화Wille정의적Galois련접함수 f（A）화 g（B）진행수정，토론료이구수거집상적편서형성，제출료면향이구수거분석적엄의개념격모형。문중사건분석적례자표명：채용엄의개념격모형가이대이구수거건모형，진행관련분석알굴은함지식。
Heterogeneous data permeate in nearly every application and research field .Modeling and correlation analysis about heterogeneous data is the bottleneck of the conventional concept lattice as well as its various type of extended model .This pa-per presents a generalized concept lattice model by altering the definition of Galois connection function f ( A ) and g ( B ) given by Ganter and Wille ,and discusses the ordering on heterogeneous attributes .After a survey of event-oriented knowledge representation , an event model formalized by generalized concept lattice is presented as an application ,which is capable of dealing with different types of attributes and mining useful knowledge .This example gives a clue of generalized concept lattice model application in other fields .