The paper introduces a formal definition of independent contexts in multi-adjoint concept lattices and links lattice block decompositions to context subcontext decompositions for fuzzy data.
Ojeda-Hernández, I
3 Pith papers cite this work. Polarity classification is still indexing.
3
Pith papers citing it
years
2026 3verdicts
UNVERDICTED 3representative citing papers
Extends a Boolean formal context factorization method using necessity operator closures to fuzzy contexts to compute independent subcontexts.
A threshold-based method detects independent subcontexts in fuzzy formal concept analysis using modal operators within multi-adjoint lattices.
citing papers explorer
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Independent subcontexts and blocks of concept lattices. Definitions and relationships to decompose fuzzy contexts
The paper introduces a formal definition of independent contexts in multi-adjoint concept lattices and links lattice block decompositions to context subcontext decompositions for fuzzy data.
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Factorizing formal contexts from closures of necessity operators
Extends a Boolean formal context factorization method using necessity operator closures to fuzzy contexts to compute independent subcontexts.
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Decomposition of contexts into independent subcontexts based on thresholds
A threshold-based method detects independent subcontexts in fuzzy formal concept analysis using modal operators within multi-adjoint lattices.