Proceedings of the University of Houston Lattice Theory Conference, March 22-24, 1973Siemion Fajtlowicz, Klaus Kaiser |
Contents
Representations of Finite Lattices as Partition | 16 |
Some Combinatorial Aspects of Lattice Theory | 36 |
On Classes of Lattices Representable by Modules | 68 |
16 other sections not shown
Common terms and phrases
algebraic lattice analogous archimedean b v d Birkhoff Boolean algebra canonical idempotents compact elements complement complete lattice complete semilattice contains converges convex Corollary Dedekind closed defined denote diagram distributive lattice dual duality embedding equational class equivalent exists f-ring finitely projected FM(J Foulis semigroups free product function functor gilt Grätzer Hausdorff Hence Hofmann homomorphism Houston Lattice Theory hyper-archimedean ideal idempotents identity implies integer isomorphic join join-irreducible l-ideals L₁ Länge Lattice Theory Lattice Theory Conf..Houston Lemma Math modular lattice morphisms open sets operations order-sum orthomodular lattices partially ordered sets planar polynomial poset prime Proc Proof Proposition prove R-Mod representation result satisfies semigroup semilattice subalgebra subdirect subdirectly irreducible sublattice subsemilattice subset Suppose Theorem Theory Conf..Houston 1973 topological lattices universal algebra Unterverband valuation ring Verband