The Structure of Finite Algebras

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The Structure of Finite Algebras David Hobby and Ralph McKenzie Publication Date:  1988 Number of pages: 209pp. Publisher:  AMS ISBN 0-8218-3400-2  CONM/76.E

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Frontmatter

• Title
• Copyright page
• Dedication
• Table of Contents
• Introduction

• Chapter 0. Basic concepts and notation
• Chapter 1. Tight lattices
• Chapter 2. Tame quotients
• Chapter 3. Abelian and solvable algebras
• Chapter 4. The structure of minimal algebras
• Chapter 5. The types of tame quotients
• Chapter 6. Labeled congruence lattices
• Chapter 7. Solvability and semi-distributivity
• Chapter 8. Congruence modular varieties
• Chapter 9. Mal'cev classification and omitting types
• Chapter 10. Residually small varieties
• Chapter 11. Decidable varieties
• Chapter 12. Free spectra
• Chapter 13. Tame algebras and E-minimal algebras
• Chapter 14. Simple algebras in varieties

Endmatter

• Problems
• Appendix, added in July 1996
• Bibliography
• Added in July 1996
• Index to Terms
• Index to Notation