Add to ORKGThe set of all convex sublattices CS(L) of a lattice L have been studied by a new approach. Introducing a new partial ordering relation “ ≤ ” it is shown that CS(L) is a lattice. Moreover L and CS(L) are in the same equational class. A number of properties of (CS(L); ≤) has also been included
ABSTRACT. We show analogues of the classical Krein–Milman theo-rem for several ordered algebraic str...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...
The convex subsemilattices of a semilattice E form a lattice Co(E) in the natural way. The purpose o...
summary:Let $L$ be a lattice. In this paper, corresponding to a given congruence relation $\Theta $ ...
For a partially ordered set P, we denote by Co(P) the lattice of order-convex subsets of P. We find ...
For a partially ordered set P, let Co(P) denote the lattice of all order-convex subsets of P. For a ...
summary:V. I. Marmazejev introduced in [5] the following concept: two lattices are convex isomorphic...
Abstract. The collection CL(T) of nonempty convex sublattices of a lat-tice T ordered by bi-dominati...
summary:Let $CSub\,(\text{\bf K})$ denote the variety of lattices generated by convex sublattices of...
20 pagesInternational audienceThe collection $\mathcal{C}_{L}(T)$ of nonempty convex sublattices of ...
20 pagesInternational audienceThe collection $\mathcal{C}_{L}(T)$ of nonempty convex sublattices of ...
This thesis explores two of the modern applications of lattice theory. The first is the area of conv...
This thesis explores two of the modern applications of lattice theory. The first is the area of conv...
Properties of several sorts of lattices of convex subsets of Rn are examined. The lattice of convex...
ABSTRACT. We show analogues of the classical Krein–Milman theo-rem for several ordered algebraic str...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...
The convex subsemilattices of a semilattice E form a lattice Co(E) in the natural way. The purpose o...
summary:Let $L$ be a lattice. In this paper, corresponding to a given congruence relation $\Theta $ ...
For a partially ordered set P, we denote by Co(P) the lattice of order-convex subsets of P. We find ...
For a partially ordered set P, let Co(P) denote the lattice of all order-convex subsets of P. For a ...
summary:V. I. Marmazejev introduced in [5] the following concept: two lattices are convex isomorphic...
Abstract. The collection CL(T) of nonempty convex sublattices of a lat-tice T ordered by bi-dominati...
summary:Let $CSub\,(\text{\bf K})$ denote the variety of lattices generated by convex sublattices of...
20 pagesInternational audienceThe collection $\mathcal{C}_{L}(T)$ of nonempty convex sublattices of ...
20 pagesInternational audienceThe collection $\mathcal{C}_{L}(T)$ of nonempty convex sublattices of ...
This thesis explores two of the modern applications of lattice theory. The first is the area of conv...
This thesis explores two of the modern applications of lattice theory. The first is the area of conv...
Properties of several sorts of lattices of convex subsets of Rn are examined. The lattice of convex...
ABSTRACT. We show analogues of the classical Krein–Milman theo-rem for several ordered algebraic str...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...
See also arXiv:1301.0760International audienceWe show analogues of the classical Krein-Milman theore...