
doi: 10.7151/dmgaa.1286
In this paper, the concept of relative complementation in almost distributive lattice is generalized. We obtain several properties on the sets of weak relative complement elements. We prove a sufficient condition for a weakly relatively complemented almost distributive lattice with dense elements to become a generalized stone almost distributive lattice.
dense elements, relative complements, almost distributive lattice, QA1-939, weak relative complementation, generalized stone almost distributive lattice, 06b10, Mathematics, 06d75
dense elements, relative complements, almost distributive lattice, QA1-939, weak relative complementation, generalized stone almost distributive lattice, 06b10, Mathematics, 06d75
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