-algebras of the monad -Fuzz
T-categories and some representation theorems
The algebra of pseudotopologies
The algebraic theory of compact Lawson semilattices Applications of Galois connections to compact semilattices [Book]
The category of compactifications and its coreflections
We define “the category of compactifications”, which is denoted CM, and consider its family of coreflections, denoted corCM. We show that corCM is a complete lattice with bottom the identity and top an interpretation of the Čech–Stone . A corCM implies the assignment to each locally compact, noncompact a compactification minimum for membership in the “object-range” of . We describe the minimum proper compactifications of locally compact, noncompact spaces, show that these generate the atoms...
The characterization of -compact elements in some lattices
The embedding of the formal concept analysis into the L-Fuzzy concept theory.
In this work, we study the relation between the concept lattice of Wille ([5], [6]) and the L-Fuzzy concept lattice ([2]) developed by us. To do it, we have defined an application g that associates to each concept of Wille an L-Fuzzy concept. The main point of this work is to prove that if we are working with a crisp relation between an object set and an attribute set, the concept lattice of Wille is a sublattice of the L-Fuzzy concept lattice. At the end, we show a typical example in the formal...
The Lattice of Kernel Operators and Topological Algebra.
The quasi-real extension of the real numbers
The Tensor Product of Continuous Lattices.
The -completion of a lattice ordered group
Théorie axiomatique de l'essentialité
Tolerance relations on complete lattices
Torsion theory for lattice-ordered groups
Two closure operators which preserve m-compacticity
Tychonoff's theorem without the axiom of choice