👉 In mathematics, an "inequivalent" concept or statement is one that has different meanings in different contexts. In this context, "inequivalent" means that two statements are not equivalent to each other, and they have different interpretations. For example: 1. The set of all real numbers is a subset of the set of complex numbers. - This statement can be said to be an "inequivalent" concept because it has two meanings: one meaning applies only to the reals
