👉 "Broken math" refers to the observation that many mathematical proofs and theorems, despite their rigorous and elegant formulations, often contain subtle or overlooked assumptions that can lead to counterintuitive or flawed conclusions. These "breaks" in the reasoning might stem from unstated axioms, hidden dependencies, or oversimplifications that don't hold under closer scrutiny. For instance, a theorem might appear valid under idealized conditions but fail when applied to real-world scenarios with noise or imperfections. This concept highlights the importance of critically examining the foundational premises and assumptions in mathematical arguments to ensure their robustness and applicability beyond theoretical constructs.
