This paper studies a family of implications, based on the divisible discrete t-norms and in the Miller's law, which can be associated with a qualitative range ...
This paper studies a family of implications, based on the divisible discrete t-norms and in the Miller's law, which can be associated with a qualitative range ...
Abstract. Multi-adjoint concept lattice theory is a general fuzzy approach of formal concept analysis, which has diverse interesting properties.
The matrix-vector products required to solve the adjoint equations are computed on-the-fly by means of an efficient two-pass assembly. The adjoint equations are ...
This paper studies a family of implications, based on the divisible discrete t-norms and in the Miller's law, which can be associated with a qualitative range ...
Multi-adjoint concept lattice theory is a general fuzzy approach of formal concept analysis, which has diverse interesting properties.
Multi-adjoint concept lattice theory is a general fuzzy approach of formal concept analysis, which has diverse interesting properties. One of them is that it is ...
Preferences in discrete multi-adjoint formal concept analysis ; ISSN · 0020-0255 ; Year of publication · 2023 ; Volume · 650 ; Type · Article.
Formal concept analysis via multi-adjoint concept lattices
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Multi-adjoint concept lattices are shown to embed different fuzzy extensions of concept lattices found in the literature, the main results of the paper being ...
Abstract— Formal concept analysis has become an important and appealing research topic. There exist a number of different fuzzy extensions of formal concept ...