Definitions from Wiktionary (superperfect)
▸ adjective: (mathematics) Being or relating to a class of positive integers satisfying σ²(n)=σ(σ(n))=2n,, where σ is the divisor function. They are a generalization of perfect numbers.
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▸ adjective: (mathematics) Being or relating to a class of positive integers satisfying σ²(n)=σ(σ(n))=2n,, where σ is the divisor function. They are a generalization of perfect numbers.
Similar:
hyperperfect,
semiperfect,
multiperfect,
perfect,
triperfect,
perfectoid,
deficient,
superproper,
supersingular,
quasisimple,
more...
Opposite:
Types:
Phrases:
▸ Words similar to superperfect
▸ Usage examples for superperfect
▸ Idioms related to superperfect
▸ Wikipedia articles (New!)
▸ Popular nouns described by superperfect
▸ Words that often appear near superperfect
▸ Rhymes of superperfect
▸ Invented words related to superperfect