👉 In mathematics, a gazelle-like function is a function that has the property of being a bijection (one-to-one and onto) but not necessarily surjective. A function f from an n-ary set X to Y is said to be a gazelle-like if it satisfies the following conditions: 1. For all x, y in X, if f(x) = y then f(f(x)) = f(y). 2. If there exists an element z in X such that f(z
