Announcements of new results
Any distributive lattice is determined by a semigroup from a certain class.
Atomicity of tolerance lattices
Automorphism Groups of Finite Distributive Lattices with a Given Sublattice of Fixed Points.
b-equivalent multilattices
Brouwerian semilattices: The lattice of total subalgebras
Chain Conditions in the Distributive Product of Lattices
Chaînes d'idéaux et de sections initiales d'un ensemble ordonné
Chapitre II Chaînes d'idéaux d'un ensemble ordonné
Characterization of distributive multilattices by a betweenness relation
Coherent spaces constructively
Conception de plans d'expériences ou d'enquêtes permutables distributifs
Congruence factorizations on distributive lattices
Congruence representations of join-homomorphisms of distributive lattices: a short proof
Connectivity in tl-groups
Continuity Based on Convergence and Lower Complete Distributive Lattices instead of Directed Sets
Continuous modular lattices of breadth two.
Corrigendum and addendum to the paper "Generating subsets of distributive lattices".
Countable chains of distributive lattices as maximal semilattice quotients of positive cones of dimension groups
We construct a countable chain of Boolean semilattices, with all inclusion maps preserving the join and the bounds, whose union cannot be represented as the maximal semilattice quotient of the positive cone of any dimension group. We also construct a similar example with a countable chain of strongly distributive bounded semilattices. This solves a problem of F. Wehrung.
Degeneration of Schubert varieties of to toric varieties
Using the polytopes defined in an earlier paper, we show in this paper the existence of degeneration of a large class of Schubert varieties of to toric varieties by extending the method used by Gonciulea and Lakshmibai for a miniscule to Schubert varieties in .