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Which Concept Lattices Are Pseudocomplemented?.

, and . ICFCA, volume 3403 of Lecture Notes in Computer Science, page 408-416. Springer, (2005)

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Discovering Shared Conceptualizations in Folksonomies, , , , and . Web Semantics, 6 (1): 38-53 (2008)Lattices of Rough Set Abstractions as P -Products.. ICFCA, volume 4933 of Lecture Notes in Computer Science, page 199-216. Springer, (2008)Congruences of Finite Distributive Concept Algebras.. ICFCA, volume 2961 of Lecture Notes in Computer Science, page 128-141. Springer, (2004)Explaining Data with Formal Concept Analysis, , and . page 153--195. Springer International Publishing, Cham, (2019)Exploring Conceptual Possibilities.. ICCS, volume 6208 of Lecture Notes in Computer Science, page 2. Springer, (2010)Conceptual measurement and many--valued contexts, , and . Classification as a tool of research, page 169-176. Amsterdam, North--Holland, (1986)Lattice theory and formal concept analysis: a subjective introduction. Lattice theory and its applications, page 79-90. Berlin, Heldermann-Verlag, (1995)Two basic algorithms in concept analysis. FB4-Preprint, 831. TH Darmstadt, (1984)Subtensorial Decomposition of Complete Lattices, and . preprint, MATH-AL-1-1994. TU Dresden, (1994)Formal Concept Analysis: Methods and Applications in Computer Science, and . (2002)