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Riemann Area Optimization and Histogram Construction

No Strings Attached
Author:
Subject:
Mathematics and Statistics
Institution Name:
Connexions
Collection:
Connexions
Grade Level:
Post-secondary
Abstract:

The purpose of this module is to assist histogram design. The module presents an integral in terms of the Riemann sum equation for finding the area of a data-set. It builds on an associative technique (from a discrete to continuous function) suggested by the sub-interval in the delta-x and bin number in the histogram. The resulting area spectrum contains possible areas and an actual area for a data-set. The module concludes with statements on the possible optimization of the integral by calculating the actual area. Building a histogram in this way may imply compression qualities for variance in the data-set frequency distribution.

Course Type:
Learning Module
Languages:
English
Material Type:
Readings, Syllabi
Media Format:
Text/HTML
Conditions of Use:
Creative Commons Attribution 2.0
Creative Commons Attribution 2.0

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