Real analysis and probability

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Academic Press, 1972 - Mathematics - 476 pages
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Fundamentals of measure and integration theory; Further results in measure and integration theory; Introduction to functional analysis; The interplay between measure theory and topology; Basic concepts of probability; Conditional probability and expectation; Strong laws of large numbers and martingale theory; The central limit theorem.

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Contents

Fundamentals of Measure and Integration Theory
1
Further Results in Measure and Integration Theory
58
Introduction to Functional Analysis
113
Copyright

8 other sections not shown

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About the author (1972)

University of Illinois, Urbana-Champaign