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PREFACE ACKNOWLEDGMENTS TABLE OF NOTATION FIRST CONCEPTS Two Definitions of Lattices How to Describe Lattices Some Algebraic Concepts Polynomials, Identities, and Inequalities Free Lattices Special Elements Further Topics and References Problems DISTRIBUTIVE LATTICES Characterization Theorems and Representation Theorems Polynomials and Freeness Congruence Relations Boolean Algebras R-generated by Distributive Lattices Topological Representation Free Distributive Product Some Categorical Concepts Further Topics and References Problems DISTRIBUTIVE LATTICES WITH PSEUDOCOMPLEMENTATION Introduction and Stone Algebras Identities and Congruences Representation Theorems Injective and Free Stone Algebras Further Topics and References Problems BIBLIOGRAPHY INDEX
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