Url
	https://wou.omeka.net/s/repository/item/12651
Title
	Amicable Numbers
Creator
	Saud Dhaafi
	Ben Cote
Date
	2021-05-27
Type
	Text; Image; MovingImage; StillImage
Identifier
	aes/271
Language
	eng
Rights
	Western Oregon University Library has determined, as of 05/27/2021, this item is in copyright, which is held by the author. Users may use the item in accordance with copyright limitations and exceptions, including fair use. For other uses, please ask permission from the author.
	<a class="uri-value-link" target="_blank" href="http&#x3A;&#x2F;&#x2F;rightsstatements.org&#x2F;vocab&#x2F;InC&#x2F;1.0&#x2F;">http://rightsstatements.org/vocab/InC/1.0/</a>
Abstract
	All numbers are interesting such as that zero is no amount while it is an even number, and the first perfect number is six, 1 is the first deficient number, and 12 is the first abundant number. An Amicable pair is a pair of two whole numbers, each of which is the sum of the proper whole number divisors of the other. This presentation will explore amicable pairs and provide a strong number-theoretic foundation for understanding the amicable pairs. Additionally, we focus on the contributions of Thabit Ibn Qurra and Euler on finding amicable pairs.
Department or school name within institution
	Mathematics
Note
	Ben Cote

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