👉 The term "unannihilatory" in mathematics refers to a property that does not depend on the existence of another object. It is often used in the context of mathematical objects, such as rings and fields, where one can prove that the multiplication operation is associative, but it does not require an additional element or variable. In other words, "unannihilatory" means that if you remove a single element from a set, the resulting set still has the same number of elements. This property
