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An Elementary Derivation of Cauchy, Hölder, and Minkowski Inequalities From Young's Inequality

Year of Award: 1965

Publication Information: Mathematics Magazine, vol. 37, 1964, pp. 2-12

Summary:  The Cauchy, Hölder, and Minkowski inequalities for sequences are derived from Young's Inequality.

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About the Author: (from Mathematics Magazine, vol. 37, (1964)) Elmer Tolsted was at Pomona College at the time of publication.

MSC Codes: 
26-XX
Author (old format): 
Elmer Tolsted
Author(s): 
Elmer Tolsted (Pomona College)
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Publication Date: 
Wednesday, September 24, 2008
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Summary: 

The Cauchy, Hölder, and Minkowski inequalities for sequences are derived from Young's Inequality.

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