👉 In mathematics, a coimplicative relation is a binary relation that satisfies certain properties. A coimplicative relation R on a set S is defined as a relation R such that for all elements x and y in S, if xRy, then xRz holds for some z in S. This means that the reflexive property of R, which states that xRx for all x in S, can be replaced by the condition that xRyz for some z in S. For example
