Facteurs et plans. II : plans quasi-complets
Finite orders and their minimal strict completion lattices
Whereas the Dedekind-MacNeille completion D(P) of a poset P is the minimal lattice L such that every element of L is a join of elements of P, the minimal strict completion D(P)∗ is the minimal lattice L such that the poset of join-irreducible elements of L is isomorphic to P. (These two completions are the same if every element of P is join-irreducible). In this paper we study lattices which are minimal strict completions of finite orders. Such lattices are in one-to-one correspondence with finite...
Fixed edge theorems for complete lattices
Fixed point characterization of completeness on lattices for relatively isotone mappings
Fixed points of inequality-preserving maps in complete lattices
Fixed Points Of Monotone Multifunctions In Partially Ordered Sets
Frame tolerances are directly decomposable
Free, iteratively closed categories of complete lattices
Free -products of lattices. I
Free -products of lattices. II
Fuzzy sets (in)equations with a complete codomain lattice
The paper applies some properties of the monotonous operators on the complete lattices to problems of the existence and the construction of the solutions to some fuzzy relational equations, inequations, and their systems, taking a complete lattice for the codomain lattice. The existing solutions are extremal - the least or the greatest, thus we prove some extremal problems related to fuzzy sets (in)equations. Also, some properties of upper-continuous lattices are proved and applied to systems of...
General algebraic geometry and formal concept analysis.
Generalizations of Boolean algebras. An attribute exploration
Generalized Dedekind completion of a lattice ordered group
Hereditary radical classes of linearly ordered groups
Homomorphisms between complete chains and the independence of the axioms of limitoid
Homomorphisms of contexts and isomorphisms of concept lattices
Incidence structures and closure spaces
Indexed annihilators in ordered sets
Inequalities involving -functionals and semi complete lattice homomorphisms