Some remarks on a class of distributive lattices
Journal of the Australian Mathematical Society | Published : 1969
Distributive pseudo-complemented lattices form an extensively studied class of distributive lattices. Examples are the lattice of all open sets of a topological space, the lattice of all ideals of a distributive lattice with zero and the lattice of all congruences of an arbitrary lattice. Lattice which are just pseudo-complemented have been studied in detail by J. Varlet ,  where, however, the most interesting results require at least the assumption of modularity, sometimes distributivity.