An improved algorithm based on concept specialization for constructing concept lattices
Sulan Zhang
Abstract
Sulan Zhang
Abstract
Concept lattices are the core data structures in formal concept analysis.The widespread application of concept analysis is limited by the difficulty of constructing a concept lattice.An incrementally updating construction algorithm based on concept spcialization was developed after it was realized that the attributes in the formal context can be decomposed into several new attributes,or more specialized concepts.The algorithm,with decomposed attributes and a corresponding formal context,compares the concept lattice formed with the new attributes and one of the sub-lattices of the original concept lattice,then upgrades the concept lattice according to results from the comparisons.In this way the number of comparisons is reduced and the efficiency of constructing the concept lattice is improved.Experiment results,with celestial spectrum data as the formal context,verified the validity of the algorithm.
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Concept lattices are the core data structures in formal concept analysis.The widespread application of concept analysis is limited by the difficulty of constructing a concept lattice.An incrementally updating construction algorithm based on concept spcialization was developed after it was realized that the attributes in the formal context can be decomposed into several new attributes,or more specialized concepts.The algorithm,with decomposed attributes and a corresponding formal context,compares the concept lattice formed with the new attributes and one of the sub-lattices of the original concept lattice,then upgrades the concept lattice according to results from the comparisons.In this way the number of comparisons is reduced and the efficiency of constructing the concept lattice is improved.Experiment results,with celestial spectrum data as the formal context,verified the validity of the algorithm.
Key concepts: Lattice Miner, Formal concept analysis, Lattice (music), Computer science, Algorithm, Theoretical computer science, Physics, Acoustics