👉 In mathematics, superabstractness refers to a property of a mathematical object that is not easily understood or visualized in terms of its concrete representations. It implies that a mathematical structure or concept can be abstracted into a higher-level abstraction and still retain some inherent properties or characteristics. For example: - Consider the set of real numbers {x ∈ R | x ≠ 0} (where R is the set of all real numbers). This set has no concrete representation, but it can be thought of
