Optimization in Ternary Calculus

Our preliminary research shows that the relation between Ternary set and the set of Integers does exist Cubic formula gives us sufficient evidence to conclude that It is mutual and the fact allows to use that relation for solving out various problems related to computation and engineering A ternary operation on a set S in mathematics is a function ω : S × S ×S → S that maps each ordered triple (a,b,c) ∈ S3 to an element ω(a,b,c) ∈ S This describes a particular example of an n-ary operation for n=3,where the domain is the Cartesian product of three copies of S and the codomain is S itself