O., T.: Set Theory as Descriptive Fiction of Intelligence: Algebraic Dissolution of ZFC from M3(C) Structure

Set theory occupies the foundational stratum of modern mathematics, yet the question of whether its machinery reflects structural necessity or descriptive convenience has never been posed from outside the formal tradition itself. Zermelo–Fraenkel set theory with the Axiom of Choice (ZFC) is universally adopted as the axiomatic substrate for virtually all of contemporary mathematics, from analysis and topology to algebra and logic. Its axioms are treated as given, their justification appealing to