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A Note on Constructing Fuzzy Homomorphism Map for a Given Fuzzy Formal Context
Published in Springer India
Volume: 258
Pages: 845 - 855
Formal Concept Analysis is a well established mathematical model for data analysis and processing tasks. Computing all the fuzzy formal concepts and their visualization is an important concern for its practical applications. In this process a major problem is how to control the size of concept lattice. For this purpose current study focus on constructing a fuzzy homomorphism map h:F = ðOi; Pj; ~RÞ ! D ¼ ðXm; Yn; ~uÞ for the given fuzzy formal context F where, m B i and n B j. We show that reduced fuzzy concept lattice preserves the generalization and specialization with an illustrative example. © Springer India 2014.
About the journal
JournalData powered by TypesetAdvances in Intelligent Systems and Computing Proceedings of the Third International Conference on Soft Computing for Problem Solving
PublisherData powered by TypesetSpringer India
Open Access0