If $d$ is the degree of the L-function $L(s)$, the **root analytic conductor** $\alpha$ of $L$ is the $d$th root of the analytic conductor of $L$. It plays a role analogous to the root discriminant for number fields.

**Authors:**

**Knowl status:**

- Review status: beta
- Last edited by David Roe on 2020-12-15 17:01:07

**Referred to by:**

Not referenced anywhere at the moment.

**History:**(expand/hide all)