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The Structure of Finite Algebras

  


by Filed under Mathematics

The Structure of Finite Algebras

 

 

by David Hobby and Ralph McKenzie

TOC :

0. Basic concepts and notation

1. Tight lattices

2. Tame quotients

3. Abelian and solvable algebras

4. The structure of minimal algebras

5. The types of tame quotients

6. Labeled congruence lattices

7. Solvability and semi-distributivity

8. Congruence modular varieties

9. Mal’cev classification and omitting types

10. Residually small varieties

11. Decidable varieties

12. Free spectra

13. Tame algebras and E-minimal algebras

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