Formal Concept Analysis 2005

Foundations

• Rudolf Wille:
  Formal Concept Analysis as Mathematical Theory of Concepts and Concept Hierarchies. 1-33
  
• Björn Vormbrock, Rudolf Wille:
  Semiconcept and Protoconcept Algebras: The Basic Theorems. 34-48
  
• Tim Becker:
  Features of Interaction Between Formal Concept Analysis and Algebraic Geometry. 49-80
  
• Frithjof Dau, Julia Klinger:
  From Formal Concept Analysis to Contextual Logic. 81-100
  
• Bernhard Ganter:
  Contextual Attribute Logic of Many-Valued Attributes. 101-113
  
• Peter Burmeister, Richard Holzer:
  Treating Incomplete Knowledge in Formal Concept Analysis. 114-126
  
• Karl Erich Wolff:
  States, Transitions, and Life Tracks in Temporal Concept Analysis. 127-148
  

Applications

• Uta Priss:
  Linguistic Applications of Formal Concept Analysis. 149-160
  
• Claudio Carpineto, Giovanni Romano:
  Using Concept Lattices for Text Retrieval and Mining. 161-179
  
• Lotfi Lakhal, Gerd Stumme:
  Efficient Mining of Association Rules Based on Formal Concept Analysis. 180-195
  
• Sergei O. Kuznetsov:
  Galois Connections in Data Analysis: Contributions from the Soviet Era and Modern Russian Research. 196-225
  
• Rudolf Wille:
  Conceptual Knowledge Processing in the Field of Economics. 226-249
  

Software Engineering

• Thomas Tilley, Richard Cole, Peter Becker, Peter W. Eklund:
  A Survey of Formal Concept Analysis Support for Software Engineering Activities. 250-271
  
• Gregor Snelting:
  Concept Lattices in Software Analysis. 272-287
  
• Wolfgang Hesse, Thomas Tilley:
  Formal Concept Analysis Used for Software Analysis and Modelling. 288-303
  
• Robert Godin, Petko Valtchev:
  Formal Concept Analysis-Based Class Hierarchy Design in Object-Oriented Software Development. 304-323
  
• Peter Becker, Joachim Hereth Correia:
  The ToscanaJ Suite for Implementing Conceptual Information Systems. 324-348
  

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