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Suppose a number field $K$ has Galois closure with Galois group $G$, has $k$ arithmetically equivalent fields, not including itself. The number $k$ is an invariant of the Galois group $G$.

The number $k$ has not been computed for all Galois groups. To see groups for which it has not been computed, use the value $-1$.

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  • Review status: beta
  • Last edited by John Jones on 2020-10-11 16:31:19
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