Meet and join within the lattice of set partitions.
Minimal and maximal sets of Bell-type inequalities holding in a logic.
Minimal bounded lattices with an antitone involution the complemented elements of which do not form a sublattice
Bounded lattices with an antitone involution the complemented elements of which do not form a sublattice must contain two complemented elements such that not both their join and their meet are complemented. We distinguish (up to symmetry) eight cases and in each of these cases we present such a lattice of minimal cardinality.
Model n-dimenzionog projektivnog prostora
Modular and Distributive Equalities in Lattices
Modular, distributive and simple intervals of the lattice of topologies
Modular elements in congruence lattices of -sets.
Modular median algebras
Modular posets and semigroups.
Modular Substructures in Pseudomodular Lattices.
Modulare Polynomverbände über endlichen distributiven Verbänden.
Modularité et distributivité affaibliés dans les lattis
Modularity and distributivity of tolerance lattices of commutative separative semigroups
Modularity, atomicity and states in Archimedean lattice effect algebras.
Modularity in generalized orthomodular lattices
Morphisms and pasting of orthoalgebras
Mодулярные структуры, в которых каждый элемент есть объединение циклов
Nonatomic states
Note on a normality relation in lattices
Note on Modular and Distributive Equalities in Lattices