show · nf.local_algebra all knowls · up · search:

Given a global number field $K$ and a prime $p$, the local algebra for $K$ is $K\otimes \Q_p$. This is a finite separable algebra over $\Q_p$ which is isomorphic to a finite direct product of finite extension fields of $\Q_p$.

Authors:
Knowl status:
• Review status: reviewed
• Last edited by Alina Bucur on 2018-07-08 01:08:32
History: