Conjunctively polynomial-like Boolean functions.
Conjunctivity in quantales
Connecting fuzzifying topologies and generalized ideals by means of fuzzy preorders.
Connection between set theory and the fixed point property
Connections between different amoeba algebras
Connections between ideals of non-commutative generalizations of -algebras and ideals of their underlying lattices
Connectivity in tl-groups
Connectivity properties of sequential Boolean algebras
Constructing Banaschewski compactification without Dedekind completeness axiom.
Constructing ordered groupoids
Constructing quantales and their modules from monoidal categories
Construction du treillis de Galois d'une relation binaire
Cet article constitue une présentation unifiée des principales méthodes de construction du treillis de Galois d'une correspondance. Nous rappelons d'abord sa définition, puis nous décrivons quatre algorithmes de construction des éléments du treillis qui sont les rectangles maximaux de la relation binaire. Ces algorithmes ne sont pas originaux. Les descriptions précises de algorithmes, le plus souvent absentes des publications originales, permettent une programmation simple, dans un langage procédural...
Construction functors for topological semigroups.
Construction of codes by lattice valued fuzzy sets.
Construction of -groups with quasi-divisors theory
A method is presented making it possible to construct -groups with a strong theory of quasi-divisors of finite character and with some prescribed properties as subgroups of restricted Hahn groups , where are finitely atomic root systems. Some examples of these constructions are presented.
Construction of uninorms on bounded lattices
In this paper, we propose the general methods, yielding uninorms on the bounded lattice , with some additional constraints on for a fixed neutral element based on underlying an arbitrary triangular norm on and an arbitrary triangular conorm on . And, some illustrative examples are added for clarity.
Constructions of cell algebras
A construction of cell algebras is introduced and some of their properties are investigated. A particular case of this construction for lattices of nets is considered.
Constructions of thin-tall Boolean spaces.
This is an expository paper about constructions of locally compact, Hausdorff, scattered spaces whose Cantor-Bendixson height has cardinality greater than their Cantor-Bendixson width.
Contexts and sublattices of concept lattices
Continu expérimental et continu mathématique