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Content
The tables contain the class groups of degree 4 extensions of the field of rational numbers.
Format
The data are given as lists. Each entry corresponds to a number field K and consists of a vector
[dK, factor(dK), f, r1, hK, Cl(K), G], where
| dK | is the discriminant of the field, |
| factor(dK) | is the factorization of dK, |
| f | is a generating polynomial for K, |
| r1 | is the number of real embeddings of K, |
| hK | is the class number of K, |
| Cl(K) | is the class group of K, |
| G | is the Galois group of the Galois closure of K. |