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Paperback Measure Theory Book

ISBN: 1468494422

ISBN13: 9781468494426

Measure Theory

(Book #18 in the Graduate Texts in Mathematics Series)

Useful both as a text for students and as a source of reference for the more advanced mathematician, this book presents a unified treatment of that part of measure theory which is most useful for its application in modern analysis. The text is suitable for the beginning graduate student as well as the advanced undergraduate.

Recommended

Format: Hardcover

Temporarily Unavailable

We receive fewer than 1 copy every 6 months.

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Customer Reviews

1 customer rating | 1 review

Rated 5 stars
An excellent introduction to measure theory

There comes a time when the budding probabilist or statistician seeks a more comprehensive treatement of measure theory than is afforded in the first few sections of a graduate text in pstats. I chose Halmos's "Measure Theory" for this purpose for two primary reasons: i) Paul Halmos in my opinion is one of the best expository mathematics writers in history, and ii) years ago I paid $1 for the above-mentioned text (original...

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Rated 4 stars
A classic in the field

This book is an overview of measure theory that is somewhat dated in terms of the presentation, but could still be read profitably by someone interested in studying the subject with greater generality than more modern texts. Measure theory has abundant applications, and has even gained importance in recent years in such areas as financial engineering. Those interested in the applications of measure theory to financial engineering...

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Rated 5 stars
an excellent book

If you want to stydy measure theory from scratch, I do recommend this book. This book is based on a ring, not an algebra, and is a little old-fashioned. So some people feel uncomfortable. But in particular, product spaces, the Fubini theorem and extension theorems are written very clearly. I'm convinced this book will facilitate your learning in measure theory and probability theory.

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