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Part I: A Brief Introduction to Lattices
Basic Concepts
Special Concepts
Congruences
Planar Semimodular Lattices
Part II: Some Special Techniques
Chopped Lattices
Boolean Triples
Cube Extensions
Part III: RTs
Sectionally Complemented RT
Minimal RT
Semimodular RT
Rectangular RT
Modular RT
Uniform RT
Part IV: ETs
Sectionally Complemented ET
Semimodular ET
Isoform ET
Magic Wands
Part V: Congruence Lattices of Two Related Lattices
Sublattices
Ideals
Two Convex Sublattices
Tensor Extensions
Part VI: The Ordered Set of Principle Congruences
The RT for Principal Congruences
Minimal RTs
Principal Congruence Representable Sets
Isotone Maps
Part VII: The Prime-Projectivity Lemma
The Swing Lemma
Fork Congruences
Part VIII: The Six Congruence Properties of SPS Lattices
Six Major Properties.

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