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The Elements of Integration and Lebesgue Measure

4.07  ·  Rating details ·  27 ratings  ·  2 reviews
Consists of two separate but closely related parts. Originally published in 1966, the first section deals with elements of integration and has been updated and corrected. The latter half details the main concepts of Lebesgue measure and uses the abstract measure space approach of the Lebesgue integral because it strikes directly at the most important results--the convergen ...more
Paperback, 179 pages
Published February 6th 1995 by Wiley-Interscience (first published January 23rd 1995)
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 ·  27 ratings  ·  2 reviews


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afloatingpoint
May 27, 2015 rated it liked it
Shelves: mathematic, reference
5/28/2015: So far: A very rigorous text! However, I would refer to other sources (lecture videos, notes, etc.) to grasp a better initial understanding on measure theory itself, and a rather reasonable comparison of Riemann vs. Lebesgue integrals.

Note: MITOpenCourseWare unfortunately doesn't have the lecture videos available, but mathematicalmonk on youtube gives an understandable introduction to measure theory in his Probability Primer's series.

12/8/2015: We went through THE WHOLE BOOK in our me
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Dan
Apr 07, 2008 rated it it was ok
Recommends it for: people who want a very elementary and detailed intro to measure theory
Shelves: maths
This was my Real Analysis - Measure Theory text book.

It was very basic, very clear, and had lots of details.

I don't like Real Analysis, but this was a pretty good way to learn about Measure Theory.
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