Graphs of Wajsberg Algebras via Complement Annihilating

In this paper, W-graph, called the notion of graphs on Wajsberg algebras, is introduced such that vertices graph are elements algebra and edges association two vertices. addition to this, commutative W-graphs also symmetric graphs. Moreover, a equivalence classes constructed. Meanwhile, new definitions as complement annihilator ∆-connection operator algebras presented. Lemmas theorems these notions proved, some associated results depending graph’s algebraic properties presented, supporting examples given. Furthermore, algorithms for determining constructing all in each section generated.