On central relations of complete lattices
On imaginable -fuzzy subalgebras and imaginable -fuzzy closed ideals in BCH-algebras.
On minimal spectrum of multiplication lattice modules
We study the minimal prime elements of multiplication lattice module over a -lattice . Moreover, we topologize the spectrum of minimal prime elements of and study several properties of it. The compactness of is characterized in several ways. Also, we investigate the interplay between the topological properties of and algebraic properties of .
On pushing out frames
On Raney's theorems for completely distributive complete lattices
On the lattice of additive hereditary properties of finite graphs
In this paper it is proved that the lattice of additive hereditary properties of finite graphs is completely distributive and that it does not satisfy the Jordan-Dedekind condition for infinite chains.
One-variable equationally compact distributive lattices
Overtaker binary relations on complete completely distributive lattices related to the level sets of the L-Fuzzy sets.
The class of overtaker binary relations associated with the order in a lattice is defined and used to generalize the representations of L-fuzzy sets by means of level sets or fuzzy points.