Flatto, Lagarias, and Pollington showed that Ω ( p q ) > 1 p {\displaystyle \Omega \left({\frac {p}{q}}\right)>{\frac {1}{p}}} for rational p/q.
Flatto, Lagarias och Pollington bevisade att Ω ( p q ) > 1 p {\displaystyle \Omega \left({\frac {p}{q}}\right)>{\frac {1}{p}}} för rationella p/q.