Association rule mining method based on concept lattice extension theory
A conceptual lattice and theoretical technology, applied in the field of association rule mining between data set objects and attributes, can solve problems such as poor timeliness of algorithms, high resource occupation, complex association rules, etc., and achieve the effect of improving computational efficiency
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[0078] Table 1 gives the dataset in the form of background FC = (U, D, R), where U = {ID},
[0079] D={A,B,C,D,E}, "1" indicates that the object has this attribute, and "0" indicates that the object does not have this attribute.
[0080] Formal Background of Table 1FC=(U,D,R)
[0081]
[0082] According to the above table, calculate all object concepts contained in FC:
[0083] (1 ** ,1 * ) = (15, ABDE);
[0084] (2 ** ,2 * )=(245, ABC);
[0085] (3 ** , 3 * ) = (135, D);
[0086] (4 ** , 4 * )=(245, ABC);
[0087] (5 ** , 5 * )=(5, ABCDE);
[0088] Then calculate all the attribute concepts of FC:
[0089] (A * ,A ** )=(1245, AB);
[0090] (B * ,B ** )=(1245, AB);
[0091] (C * ,C ** )=(245, ABC);
[0092] (D * ,D ** ) = (135, D);
[0093] (E * ,E ** ) = (15, ABDE);
[0094] On the basis of all concepts, it can be obtained by using the judgment formula of the irreducible element set:
[0095]
[0096] It can be seen from the examples that ...
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