A TOPOLOGY ON A HYPER BCK-ALGEBRA VIA LEFT APPLICATION OF A HYPER ORDER
Given a hyper BCK-algebra and we define In this paper, we show that the family consisting of the sets where A ranges over all nonempty subsets of H, forms a base for some topology on H. We give some properties of and the topology generated by this family. Moreover, we give some characterizations of the elementary concepts associated with the topological space
hyper BCK-algebra, hyper order, topology.