Measurable function

From Conservapedia

Jump to: navigation, search

In mathematics, a measurable function is a function f from a measure space (X,μ) to the real numbers (possibly including \pm \infty) that satisfies that f^{-1}((c, \infty]) is measurable in X for all c \in [-\infty, \infty].

Retrieved from "http://www.conservapedia.com/Measurable_function"
Personal tools