Sparsely totient number
ID: sparsely-totient-number
A sparsely totient number is a positive integer \( n \) for which the ratio of the Euler's totient function \( \varphi(n) \) to \( n \) is relatively small compared to other integers. More formally, a number \( n \) is considered a sparsely totient number if: \[ \frac{\varphi(n)}{n} < \frac{1}{\log n} \] for sufficiently large \( n \).
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