Calcul des idéaux d'un ordonné fini
Calcul des relations inverses
Canonical extensions of Stone and double Stone algebras: the natural way
Cantor-Bernstein theorem for lattices
This paper is a continuation of a previous author’s article; the result is now extended to the case when the lattice under consideration need not have the least element.
Caractérisations axiomatiques de la distance de la différence symétrique entre des relations binaires
Catalogues, treillis de catalogues, génération et décomposition
Categories of closure spaces and corresponding lattices
Categories of orthomodular posets
CCD lattices in presheaf categories.
Center of a bounded lattice
Center of a complete lattice
Chaînes d'idéaux et de sections initiales d'un ensemble ordonné
Chains in modular ternary latticoids
Chapitre II Chaînes d'idéaux d'un ensemble ordonné
Characterization of all order relations in direct sums of ordered groups.
Characterization of lattices of convex subsets of posets
Characterization of the order induced by uninorm with the underlying drastic product or drastic sum
In this article, we investigate the algebraic structures of the partial orders induced by uninorms on a bounded lattice. For a class of uninorms with the underlying drastic product or drastic sum, we first present some conditions making a bounded lattice also a lattice with respect to the order induced by such uninorms. And then we completely characterize the distributivity of the lattices obtained.
Characterization of the soluble one-generator totally saturated formations of finite groups.
Characterizations of certain classes of posets having Gs-lattices of a relatively small size
Characterizing triplets for modular pseudocomplemented ordered sets