Modularity in Semilattices
H. William Cornish · Institutional Repositories DataBase (IRDB) · 1978
upper semilattice (S; v) distributive (modular) if, whenever x :;; y v z (and z :;; x), there exist y 1 :;; y and z 1 :;; z (there exists yA distributive semilattice is modular and, most importantly from the point