About this document

Riemann Integral and Step Functions by tony1337 is a document available to read on EtoBox.

This document provides an introduction to the Riemann integral in a style appropriate for later generalization to the Lebesgue integral. It defines step functions and uses them to define the upper and lower Riemann integrals of a bounded function. A function is Riemann integrable if its upper and lower integrals are equal. It provides a criterion for checking Riemann integrability and proves that continuous functions are Riemann integrable.

Author

tony1337

Language

EN