superior highly composite number
superior highly composite number · superior highly composite numbers
A positive integer n which there is a positive integer e such that d/nᵉ ≥ d/kᵉ for all…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.
Meaning
1 sensesA 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.
Forms
plural: superior highly composite numbers| Singular | superior highly composite number |
|---|---|
| Plural | superior highly composite numbers |
regular
See also
neighbours in the dictionaryDictionary text adapted from Wiktionary (Wiktionary contributors, CC BY-SA 4.0) and Open English WordNet / Princeton WordNet (CC BY 4.0, WordNet License); shared under CC BY-SA 4.0. Example sentences and recordings are credited where they appear.