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Showing 1 to 2 of 2 for “"amicable pairs"”.
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Gaussian Amicable Pairs
<p>Amicable pairs are two integers where the sum of the proper divisors of one is the other and vice versa. Since the Gaussian integers have many of the properties of the regular integers, we sought to discover whether there exist any pairs of Gaussian integers with the same property. It turns out …
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Perfect numbers and other numbers defined by the sum of their divisors
… number is considered. There is a discussion of amicable pairs and multiply perfect numbers. Other numbers which are defined by the sum of their divisors are also introduced.