Concept neighbourhoods in knowledge organisation systems.
Priss, U., & Old, L. J. (2010)
Concept neighbourhoods in knowledge organisation systems. In C. Gnoli, & F. Mazzocchi (Eds.), Paradigms and conceptual systems in knowledge organization
This paper discusses the application of concept neighbourhoods (in the sense of Formal Concept Analysis) to Knowledge Organisation Systems.
Examples are provided using Roget’s...
FCA interpretation of relation algebra.
Priss, U. (2006)
FCA interpretation of relation algebra. https://doi.org/10.1007/11671404_17
This paper discusses an interpretation of relation algebra and fork algebra with respect to FCA contexts. In this case, "relation algebra" refers to the DeMorgan-Peirce-Schroe...
Linguistic applications of formal concept analysis.
Priss, U. (2005)
Linguistic applications of formal concept analysis. In B. Ganter, G. Stumme, & R. Wille (Eds.), Formal Concept Analysis, Foundations and Applications, 149-160. Springer-Verlag. https://doi.org/10.1007/11528784_8
Formal concept analysis as a methodology of data analysis and knowledge representation has potential to be applied to a variety of linguistic problems. First, linguistic appli...
Conceptual exploration of semantic mirrors.
Priss, U., & Old, L. J. (2005)
Conceptual exploration of semantic mirrors
The "Semantic Mirrors Method" (Dyvik, 1998) is a means for automatic derivation of thesaurus entries from a word-aligned parallel corpus. The method is based on the constructi...
Modelling lexical databases with formal concept analysis.
Priss, U. & Old, L. J. (2004)
Modelling lexical databases with formal concept analysis. Journal of universal computer science J. UCS. 10, 967-984. doi:10.3217/jucs-010-08-0967. ISSN 0948-6968
This paper provides guidelines and examples for visualising lexical relations using Formal Concept Analysis. Relations in lexical databases often form trees, imperfect trees o...
Formalizing botanical taxonomies.
Priss, U. (2003)
Formalizing botanical taxonomies. https://doi.org/10.1007/b11835
Because botanical taxonomies are prototypical classifications it would seem that it should be easy to formalize them as concept lattices or type hierarchies. On closer inspect...