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    Infinitary Multiperfect Number

    Definition

    Let σ_∞(n) be the sum of the infinitary divisors of a number n. An infinitary k-multiperfect number is a number n such that σ_∞(n) = k n. Cohen found 13 infinitary 3-multiperfects, seven 4-multiperfects, and two 5-multiperfects.

    Related term

    infinitary perfect number

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