iO2 ? An Algorithmic Method for Building Inheritance Graphs in Object Database Design, Proc. of ER'96, pp.422-437, 1996. ,
Efficiently computing a linear extension of the sub-hierarchy of a concept lattice, Proc. of ICFCA'05, pp.208-222, 2005. ,
ARES, un algorithme d'ajout avec restructuration dans les hiérarchies de classes, Proc. of LMO'94, L'Objet, pp.125-136, 1994. ,
A New Approach to Factorization: Introducing Metrics, Proc. of Metrics '02, pp.227-236, 2002. ,
Algorithme de construction d'une sous-hiérarchie de Galois [Gal] GaLicia: Galois lattice interactive constructor Comparaison d'algorithmes de construction de hiérarchies de classes Building and Maintaining Analysis-Level Class Hierarchies using Galois Lattices, Proc. of OOPSLA '93, pp.394-410, 1993. ,
Incremental structuring of knowledge bases, Proc. of KRUSE'95, pp.179-193, 1995. ,
Design of Class Hierarchies based on Concept (Galois) Lattices. Theory and Practice of Object Systems Formal Concept Analysis: Mathematical Foundations Galois Lattice as a Framework to specify Algorithms Building Class Hierarchies, Theoretical Informatics and ApplicationsHit04] P. Hitzler. Default reasoning over domains and concept hierarchies Proc. of KI, pp.117-134521, 1998. ,
Comparing performance of algorithms for generating concept lattices, Journal of Experimental & Theoretical Artificial Intelligence, vol.14, issue.2-3, pp.189-216, 2002. ,
Automatic structuring of knowledge bases by conceptual clustering Induction of classifications from linguistic data, Proc. of ECAI'02 WorkshopPer05] G. Perrot. Implémentation d'algorithmes de construction de soushiérarchies de Galois etétudeetétude des performances Electronic Notes in Theoretical in Computer Science, pp.824-828, 1995. ,