Electronic Notes in Discrete Mathematics, Volume 2

Volume 2, April 1999

• Stéphane Bonnevay, Michel Lamure, Christine Largeron-Leténo, Nicolas Nicoloyannis:
  A pretopological approach for structuring data in non-metric spaces. 1-9
  
• Silke Brandt, Dietrich Albert, Cord Hockemeyer:
  Surmise relations between tests: Preliminary results of the mathematical modeling. 10-24
  
• Nathalie Caspard, Bernard Monjardet:
  The lattices of Moore families and closure operators on a finite set: A survey. 25-50
  
• David M. Dilts, Joseph N. Khamalah:
  A comparison of ordinal analysis techniques in medical resource usage research. 51-68
  
• Andreas W. M. Dress, Katharina T. Huber, Vincent Moulton:
  Some new perspectives regarding sparse continuous models for discrete data structures. 69-75
  
• Susanne Prediger:
  Formal concept analysis for general objects. 76-93
  
• Fred S. Roberts:
  On balanced signed graphs and consistent marked graphs. 94-105
  
• Scott R. Sykes:
  Convex and extendable partitions of a lattice. 106-121
  
• Alexis Tsoukiàs, Philippe Vincke:
  A generalization of interval orders. 122-133
  
• Rian A. W. van Blokland-Vogelesang:
  Ordinal and ordered metric unfolding models. 134-146
  
• Edwin Diday:
  Galois lattices and some symbolic data analysis algorithms. 147-148
  
• Jean-Paul Doignon:
  Dimensions of chains of relations. 149
  
• Victor Chepoi, Bernard Fichet:
  Three-way Metrics: Axiomatization and Properties. 150
  
• Donald G. Saari:
  From Arrow's Theorem to Incentives and Price Dynamics. 151
  
• Ann Mische, Philippa Pattison, Garry Robins:
  The Plurality of Social Relations: kappa-Partite Representations of Interdependent Social Forms. 152
  
• William T. Trotter:
  Combinatorial Aspects of Interval Orders and Interval Graphs. 153
  
• Rudolf Wille:
  Mathematical Support for Empirical Theory Building. 154-155
  
• Jean-Pierre Barthélemy:
  Caterpiller Distances. 156
  
• Patrice Bertrand, Melvin F. Janowitz:
  The k-weak Hierarchies: An Extension of the Weak Hierarchical Clustering Structure. 157
  
• David Bryant, David Sankoff:
  Phylogenetic Reconstruction from Genome Order Data. 158
  
• Sophie David, Daniéle Dubois, Thomas Pfuhl:
  Automatic Emergence of Categories from Linguistic Descriptions Using FXS. 159-169
  
• Cornelia E. Dowling, Cord Hockemeyer:
  Integrating Knowledge Spaces Obtained by Querying Different Experts. 170
  
• Samuel Fiorini:
  Polyhedral aspects of partial orders and comparability graphs. 171
  
• Herman P. Friedman, John H. Siegel:
  A Geometric Model for Physiologic State Classification and Severity Classification of Critically Ill Patients. 172
  
• Mireille Gettler-Summa:
  Lines of Life for MGS Symbolic Descriptions. 173-175
  
• François-Joseph Lapointe:
  The Good, the Bad and the Ugly: Ordinal and Symbolic Whisky Analysis. 176
  
• Bruno Leclerc:
  Medians in LLD Meet Semilattices and the Case of Orders. 177
  
• Fuad Aleskerov, Yusufcan Masatlioglu:
  Binary Relations and Choice Functions Representable via Utility Functions and Supermodular or Multiplicative Error Functions. 178
  
• Fred R. McMorris, Robert C. Powers:
  The median function on distributive semilattices. 179
  
• Klaus Nehring, Clemens Puppe:
  A Theory of Diversity. 180-181
  
• Marc Pirlot, Denis Bouyssou:
  On Aggregation Models Leading to Valued Preference Relations. 182
  
• Robert C. Powers:
  Medians and Majorities in Semimodular Posets. 183
  
• William Shannon:
  An Introduction to Health Services Research. 184
  
• Reinhold Suck:
  The Basis of a Knowledge Space and a Generalized Interval Order. 185
  
• Alexis Tsoukiàs, Vincent Mousseau:
  Ordinal Measurement in Decision Aid. 186-187
  
• Hiroyuki Yaguchi, Manabu Ichino:
  The New Feature Selection Method Based on the Interclass Distinguishibility and the Generality of Class Description. 188
  
• Edwin Diday:
  Symbolic Data Analysis: A Mathematical Framework and Tool for Data Mining. 189-198
  
• Rudolf Wille:
  Formal Concept Analysis: Tutorial on formal concept analysis. 199-200
  
• Jean-Claude Falmagne:
  ALEKS: An application of knowledge space theory: Tutorial on knowledge spaces. 203