If you find any mistakes, please make a comment! Thank you.

Solution to Measure, Integration & Real Analysis by Axler

Chapter 1 Riemann Integration

  • §1A Review: Riemann Integral
  • §1B Riemann Integral Is Not Good Enough

Chapter 2 Measures

  • §2A Outer Measure on R
    (#1) (#2) (#3) (#4) (#5) (#6)
  • §2B Measurable Spaces and Functions
  • §2C Measures and Their Properties
  • §2D Lebesgue Measure
  • §2E Convergence of Measurable Functions

Chapter 3 Integration

  • §3A Integration with Respect to a Measure
  • §3B Limits of Integrals & Integrals of Limits


This website is supposed to help you study Linear Algebras. Please only read these solutions after thinking about the problems carefully. Do not just copy these solutions.

This Post Has One Comment

  1. Please do not post solutions of any more exercises from my book Measure, Integration & Real Analysis.

    Active learning is much better than passive learning. Thus students probably will not learn much by reading these solutions, but they will learn a lot by working hard to find their own solutions.

    Most of the exercises in the book request the reader to prove something. Usually there are several different correct proofs. Thus students cannot depend upon someone else’s solutions to tell them whether or not their solutions are correct.

    Thank you.

    --Sheldon Axler

Leave a Reply

Close Menu