Publication | Open Access
Some results concerning quasiperfect numbers
28
Citations
6
References
1982
Year
Computational Number TheoryAnalytic Number TheoryQuasiperfect NumberAnalytic CombinatoricsQuasiperfect NumbersDistinct Prime FactorsAbstract New MethodsQuasiconformal Mapping
Abstract New methods are introduced here to show that if n is a quasiperfect number and ω( n ) the number of its distinct prime factors, then ω( n ) ≥ 7 and n > 10 35 , and if further 3 ∤ n then ω( n ) ≥ 9 and n > 10 40 .
| Year | Citations | |
|---|---|---|
Page 1
Page 1