👉 In mathematics, a bezanty is a binary operation defined on a set of elements. It is typically used in group theory and algebraic geometry to define operations between two binary relations. A Bezantsky relation is a binary relation that satisfies certain properties including reflexivity, symmetry, transitivity, antisymmetry, and existence of an inverse for every element. The operation of multiplication (or division) on the set of elements under this relation can be defined as follows: - If $x \in
