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ORCID2nd CONCEPTS 2025: Cluj-Napoca, Romania
- Peggy Cellier
, Bernhard Ganter, Rokia Missaoui:
Conceptual Knowledge Structures - Second International Joint Conference, CONCEPTS 2025, Cluj-Napoca, Romania, September 8-12, 2025, Proceedings. Lecture Notes in Computer Science 15941, Springer 2025, ISBN 978-3-032-03363-5
Methodology
- Klara Gutekunst, Dominik Dürrschnabel, Johannes Hirth, Gerd Stumme:
Conceptual Topic Aggregation. 3-18 - Johannes Hirth, Tom Hanika:
The Geometric Structure of Topic Models. 19-34 - Vanessa Fokou, Peggy Cellier, Xavier Dolques, Sébastien Ferré, Florence Le Ber:
Relational Concept Analysis and Graph-FCA in Practice: Analyzing Multi-relational Data. 35-50 - Christophe Demko, Jérémy Richard, Martin Waffo Kemgne, Cyril Faucher, Karell Bertet:
Reduced Subcontext Completion in Lattices and Concept Lattices. 51-66 - Stefan Schneider, Armin Schulz, Steven Verheyen, Andreas Nürnberger:
Limitations of Attribute Derivations for Approximating User-Based Attribute Weighting. 67-90 - Simon Polovina, Richard Fallon, Mahpara Saleem:
Moregraph: Metadata-Driven Enterprise Architecture Using Conceptual Structures. 91-106 - Hani Guenoune, Alain Gutierrez, Marianne Huchard, Mathieu Lafourcade, Pierre Martin, André Miralles, Huaxi Zhang:
LLM-Assisted Relational Concept Analysis for Class Model Restructuring. 107-123 - Alain Gutierrez, Marianne Huchard, Pierre Martin, Huaxi Zhang:
Empowering Relational Concept Analysis Using Large Language Model Knowledge Delivery. 124-139
Patterns, Clusters, Visualization and Software
- Marwa Trabelsi, Salah Eddine Boukhetta, Damien Mondou, Karell Bertet, Sébastien Amoury, Noura Joudieh, Rouaa Wannous, Cyril Faucher, Christophe Demko, Ronan Champagnat, Alain Bouju:
Towards Explainable Clustering in Process Mining and Sequential Pattern Mining: A Formal Framework. 143-160 - Jaume Baixeries, Alexandre Bazin, Jérôme David, Amedeo Napoli:
A Proposal for Building a Compact and Tunable Representation of a Concept Lattice Based on Clustering. 161-177 - Egor Dudyrev, Miguel Couceiro, Mehdi Kaytoue, Sergei O. Kuznetsov, Amedeo Napoli:
Atomic Patterns for Efficient Computation with Pattern Structures. 178-194 - Uta Priss:
Layout Decisions for Tabular Euler Diagrams. 195-202 - Tim Pattison:
Spanning Concept Trees: Enhanced Algorithm and Visualisation. 203-218 - Imen Ben Sassi, Alexandre Bazin:
Closure Versus Dualization: A Comparison of Software Tools for Formal Concept Analysis. 219-227
Data Analysis
- Edith Vargas-García:
Comparative Analysis of COVID-19 Vaccines Applied in Mexico Through FCA. 231-246 - Mariana Espinosa Aldama, Eduardo Robles-Belmont:
Metatheoretic Structuralism Meets Formal Concept Analysis. 247-263 - Emma Reyner-Fuentes, Carmen Peláez-Moreno, Francisco J. Valverde-Albacete:
Qualitative and Quantitative Analyses of C. elegans' Perception with Concept Lattices as Information Channels. 264-280 - Martin Trnecka, Marketa Trneckova:
Image Processing in Boolean Matrix Factorization. 281-294 - L'ubomír Antoni, Peter Elias, Ján Gunis, Dominika Kotlárová, Stanislav Krajci, Ondrej Krídlo, Viktor Pristas, L'ubomír Snajder, Vít Vozenílek:
On Distance Functions Between Closure Systems and Their Application in Industrial Maps. 295-306
Theory
- Sergei Obiedkov, Sebastian Rudolph:
When Horn is All You Need. 307-322 - Lucas Carr, Nicholas Leisegang, Thomas Andreas Meyer, Sergei Obiedkov:
Rational Inference in Formal Concept Analysis. 325-341 - Tobias Hille, Tom Hanika:
Incomplete Formal Contexts and Their Intrinsic Dimension. 342-358 - Kira V. Adaricheva, Simon Vilmin:
The E-Base of Finite Semidistributive Lattices. 359-374 - Jens Kötters, Stefan E. Schmidt:
A Data Model for Relational Concept Algebras. 375-391 - Mohammad Abdulla, Tobias Hille, Dominik Dürrschnabel, Gerd Stumme:
Rises for Measuring Local Distributivity in Lattices. 392-407 - Gael Tenkeu Kembang, Michel Krebs, Léonard Kwuida, Etienne Romuald Temgoua Alomo, Tenkeu Jeufack Yannick Léa:
A Stone Duality for Pure and Trivial Double Boolean Algebras. 408-422 - Gaël Nguepy Dongmo, Blaise Blériot Koguep Njionou, Léonard Kwuida:
Concept Multilattices with Truth-Stressing Hedges. 423-436
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