Jensen, Affine, Conic, Quasiconvex, Convex Optimization.
below for a better understanding. Consider a set S defined in the real number line, ℝ. Supremum and Infimum of a set (image by author) So, the property says that the supremum and infimum of a family of arbitrary convex functions f1(x), f2(x),…, fn(x) is also a convex function. The supremum of the