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How to Describe Lattices
Polynomials Identities and Inequalities
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Algebra Universalis algebraic lattice Amalgamation Property Amer an_1 arguesian atoms Birkhoff Boolean algebras Boolean lattice bounded lattice Chain Condition characterization classes of lattices complemented lattice complemented modular lattice complete lattice congruence lattice congruence relation Corollary define Definition direct product dual ideal E. T. Schmidt elements embedded equational class equivalent Exercise exists finite lattice free lattice free product geometric lattice graph Gratzer and E. T. hence holds hopfian identity implies induction infinite isomorphism J6nsson join-semilattice K. A. Baker Lakser lattice and let lattice satisfying lattice theory Lemma Math maximal chain modular lattices nonvoid obvious one-to-one open sets partial lattice partially ordered polynomials poset prime ideal Proc projective proof of Theorem Prove pseudocomplemented quotient R. P. Dilworth relatively complemented representation result Section semilattices semimodular lattice Show Stone algebras subdirectly irreducible subdirectly irreducible lattice sublattice subset subspace topological universal algebras verify