Order-theoretic Foundations / 0: |
Ordered Sets / 0.1: |
Complete Lattices / 0.2: |
Closure Operators / 0.3: |
Galois Connections / 0.4: |
Hints and References / 0.5: |
Concept Lattices of Contexts / 1: |
Context and Concept / 1.1: |
Context and Concept Lattice / 1.2: |
Many-valued Contexts / 1.3: |
Context Constructions and Standard Scales / 1.4: |
Determination and Representation / 1.5: |
All Concepts of a Context / 2.1: |
Diagrams / 2.2: |
Implications between Attributes / 2.3: |
Dependencies between Attributes / 2.4: |
Parts and Factors / 2.5: |
Subcontexts / 3.1: |
Complete Congruences / 3.2: |
Closed Subrelations / 3.3: |
Block Relations and Tolerances / 3.4: |
Decompositions of Concept Lattices / 3.5: |
Subdirect Decompositions / 4.1: |
Atlas-decompositions / 4.2: |
Substitution / 4.3: |
Tensorial Decompositions / 4.4: |
Constructions of Concept Lattices / 4.5: |
Subdirect Product Constructions / 5.1: |
Gluings / 5.2: |
Local Doubling / 5.3: |
Tensorial Constructions / 5.4: |
Properties of Concept Lattices / 5.5: |
Distributivity / 6.1: |
Semimodularity and Modularity / 6.2: |
Semidistributivity and Local Distributivity / 6.3: |
Dimension / 6.4: |
Context Comparison and Conceptual Measurability / 6.5: |
Automorphisms of Contexts / 7.1: |
Morphisms and Bonds / 7.2: |
Scale Measures / 7.3: |
Measurability Theorems / 7.4: |
References / 7.5: |
Index |
Order-theoretic Foundations / 0: |
Ordered Sets / 0.1: |
Complete Lattices / 0.2: |
Closure Operators / 0.3: |
Galois Connections / 0.4: |
Hints and References / 0.5: |