Author:
Falmagne Jean-Claude,Doignon Jean-Paul
Publisher
Springer Berlin Heidelberg
Reference7 articles.
1. J.-Cl. Falmagne, M. Koppen, M. Villano, J.-P. Doignon, and L. Johannesen. Introduction to knowledge spaces: how to build, test and search them. Psychological Review, 97:204–224, 1990.
2. C.E. Dowling. Integrating diérent knowledge spaces. In G.H. Fischer and D. Laming, editors, Contributions to Mathematical Psychology, Psychometrics, and Methodology, pages 149–158. Springer-Verlag, Berlin, Heidelberg, and New York, 1994.
3. B. Ganter. Two basic algorithms in concept analysis. (FB4–Preprint, number 831.) TH Darmstadt, 1984.
4. J.-L. Guigues and V. Duquenne. Familles minimales d’implications informatives résultant d’un tableau de données binaires. Mathématiques, Informatique et Sciences Humaines, 97:5–18, 1986.
5. M. Wild. A theory of finite closure spaces based on implications. Advances in Mathematics, 108:118–139, 1994.