Perfect and Deficient Perfect Numbers

Holdener, J; Rachfal, E

Holdener, J (reprint author), Kenyon Coll, Dept Math & Stat, Gambier, OH 43022 USA.

AMERICAN MATHEMATICAL MONTHLY, 2019; 126 (6): 541

Abstract

For n a positive integer, let denote the sum of the divisors of n. The number n is said to be deficient perfect if for some . We show that every perfe......

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