Squarefree divisor
= Squarefree divisor
A squarefree divisor of an <integer> $n$ is a <divisor> $d\mid n$ that is a <squarefree integer>. It is specified by choosing a subset of the distinct <prime factors> of $n$.
= Squarefree divisor
A squarefree divisor of an <integer> $n$ is a <divisor> $d\mid n$ that is a <squarefree integer>. It is specified by choosing a subset of the distinct <prime factors> of $n$.