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We describe a new approach to fuzzify a concept lattice and we show that it is a generalization and common platform for so far known approaches: a classical crisp Ganter & Wille's 7 case, a fuzzy Pollandt 12 and Bělohlávek' 2 one and one-sided fuzzy concept lattice 5. We define appropriate (symmetric) mappings and show that they form a Galois connection. In the end we show that these mappings generate a complete lattice.
Stanislav Krajči (Thu,) studied this question.
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