Measure and Integration
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|Dave Rusin; The Mathematical Atlas|
|A short article designed to provide an introduction to measure theory and integration, the study of lengths, surface area, and volumes in general spaces. This is a critical feature of a full development of integration theory; moreover, it provides the basic framework for probability theory. Measure theory is a meeting place between the tame applicability of real functions and the wild possibilities of set theory. This is the setting of fractals. History; applications and related fields and subfields; textbooks, reference works, and tutorials; software and tables; other web sites with this focus.|
|Math Topics:||Measure and Integration, Fractals|
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