Definitions from Wiktionary (superior highly composite number)
▸ noun: (mathematics) A positive integer n which there is a positive integer e such that d(n)/nᵉ ≥ d(k)/kᵉ for all k > 1, where d(n) is defined to be the divisor function of n
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▸ noun: (mathematics) A positive integer n which there is a positive integer e such that d(n)/nᵉ ≥ d(k)/kᵉ for all k > 1, where d(n) is defined to be the divisor function of n
Similar:
highly composite number,
antiprime,
deficient number,
hyperperfect number,
composite number,
perfect number,
compositorial,
Heegner number,
supernumber,
composite,
more...
▸ Words similar to superior highly composite number
▸ Usage examples for superior highly composite number
▸ Idioms related to superior highly composite number
▸ Wikipedia articles (New!)
▸ Words that often appear near superior highly composite number
▸ Rhymes of superior highly composite number
▸ Invented words related to superior highly composite number