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Inhaltsverzeichnis
- 0 Elementary Facts.
- 1 Homomorphisms, Prime Subgroups, Values and Structure Theorems.
- 2 Lattice-Ordered Permutation Groups.
- 3 Model Theory of Abelian l-Groups.
- 4 Groups of Divisibility: A Unifying Concept for Integral Domains and Partially Ordered Groups.
- 5 The Lattice of Convex l-Subgroups of a Lattice-Ordered Group.
- 6 Torsion Theory of l-Groups.
- 7 Completions of l-Groups.
- 8 Characterization of Epimorphisms in Archimedean Lattice-Ordered Groups and Vector Lattices.
- 9 Free Lattice-Ordered Groups.
- 10 Varieties of Lattice-Ordered Groups Norman.
- 11 Free Products in Varieties of Lattice-Ordered Groups.
- 12 Amalgamations of Lattice-Ordered Groups.
- 13 Generators and Relations in Lattice-Ordered Groups: Decision Problems and Embedding Theorems.