👉 Caratheodory's theorem states that if a set X has an upper bound, then there exists a function f such that the set {x : |f(x)| < x} is bounded above by X.
👉 Caratheodory's theorem states that if a set X has an upper bound, then there exists a function f such that the set {x : |f(x)| < x} is bounded above by X.
