Difference between revisions of "Measure theory"
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Applications of measure theory are useful in the fields of [[statistics]] and [[probability]]. | Applications of measure theory are useful in the fields of [[statistics]] and [[probability]]. | ||
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Latest revision as of 15:52, July 13, 2016
Measure theory is a mathematical field in real analysis that focuses on measures ("size" or "probability" of subsets), measurable functions and integrals and which investigates σ-algebras.
Applications of measure theory are useful in the fields of statistics and probability.