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Measure Theory and Its Applications |
| Eric M. Vestrup (DePaul University, Chicago, IL ) |
| An accessible, clearly organized survey of the basic topics of measure theory for students and researchers in mathematics, statistics, and physics In order to fully understand and appreciate advanced probability, analysis, and advanced mathematical statistics, a rudimentary knowledge of measure theory and like subjects must first be obtained. The Theory of Measures and Integration illuminates the fundamental ideas of the subject–fascinating in their own right–for both students and researchers, providing a useful theoretical background as well as a solid foundation for further inquiry.
Eric Vestrup’s patient and measured text presents the major results of classical measure and integration theory in a clear and rigorous fashion. Besides offering the mainstream fare, the author also offers detailed discussions of extensions, the structure of Borel and Lebesgue sets, set-theoretic considerations, the Riesz representation theorem, and the Hardy-Littlewood theorem, among other topics, employing a clear presentation style that is both evenly paced and user-friendly. Chapters include: *Measurable Functions *The Lp Spaces *The Radon-Nikodym Theorem *Products of Two Measure Spaces *Arbitrary Products of Measure Spaces
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| Cloth Bound |
594 Pages, 6-1/8 x 9-1/4 in.
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Item #:
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0471249777
$120.00 |
John Wiley & Sons, Inc. | |
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