An analogue of the Krein-Milman theorem for star-shaped sets.
An analysis of GCD and LCM matrices via the -factorization.
An approach to a dual of regular closure operators
An approach to covering dimensions
Using certain ideas connected with the entropy theory, several kinds of dimensions are introduced for arbitrary topological spaces. Their properties are examined, in particular, for normal spaces and quasi-discrete ones. One of the considered dimensions coincides, on these spaces, with the Čech-Lebesgue dimension and the height dimension of posets, respectively.
An embedding problem and its application in linguistics
An infinite antichain of permutations.
An introduction to the theory of -semilattices.
Analyse hiérarchique des préférences et généralisations de la transitivité
Annihilator-preserving congruence relations in distributive nearlattices
In this note we give some new characterizations of distributivity of a nearlattice and we study annihilator-preserving congruence relations.
Annihilators and ideals in distributive and modular ordered sets
Annihilators and ideals in ordered sets
Another look at the localic Tychonoff theorem
Antichains in the homomorphism order of graphs
Let and , respectively, denote the partially ordered sets of homomorphism classes of finite undirected and directed graphs, respectively, both ordered by the homomorphism relation. Order theoretic properties of both have been studied extensively, and have interesting connections to familiar graph properties and parameters. In particular, the notion of a duality is closely related to the idea of splitting a maximal antichain. We construct both splitting and non-splitting infinite maximal antichains...
Antichains of multisets.
Antimorphisms of partially ordered sets
Aplicaciones de Galois en conjuntos ordenados y en retículos.
Applications galoisiennes proches d'une application entre treillis
Applications of the theory of partially ordered sets to cluster analysis
Approximable concepts, Chu spaces, and information systems.
Äquivalenz- und Ordnungsrelationen