On direct and subdirect product decompositions of partially ordered sets
On embedding of lattices in simple lattices
On Goldie absolute direct summands in modular lattices
Absolute direct summand in lattices is defined and some of its properties in modular lattices are studied. It is shown that in a certain class of modular lattices, the direct sum of two elements has absolute direct summand if and only if the elements are relatively injective. As a generalization of absolute direct summand (ADS for short), the concept of Goldie absolute direct summand in lattices is introduced and studied. It is shown that Goldie ADS property is inherited by direct summands. A necessary...
On -primitive lattices
On ideals of a semilattice
On isometries of lattices
On isomorphisms of graphs of lattices
On lattices determined up to isomorphisms by their graphs
On lattices with isomorphic interval lattices
On Lattices with Möbius Function ±1, 0.
On normality relation and its generalization on lattices
On ring theoretic lattice modules
On separation properties in semilattices.
On skew lattices. I.
On skew lattices. II.
On some Jordan-Hölder-Dedekind type theorems in lattices.
On Stanley-Reisner rings
On structural properties of normality relations on lattices
On the algebraic structure of the process of forming subsequences
On the -equivalence of multilattices