The ring of integers of a number field $K$ is the integral closure of $\Z$ in $K$.
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- Last edited by John Jones on 2018-08-06 14:52:48
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- character.hecke
- ec.conductor
- ec.integral_model
- ec.minimal_discriminant
- ec.reduction_type
- mf.bianchi
- mf.bianchi.bianchicongruencesubgroup
- mf.hilbert
- mf.hilbert.level_norm
- nf.ideal_class_group
- nf.index
- nf.integral_basis
- nf.monogenic
- nf.monomial_order
- nf.place
- nf.poly_discriminant
- nf.prime
- nf.unit_group
- nf.zk_index
- ring.dedekind_domain
- 2018-08-06 14:52:48 by John Jones (Reviewed)