dg.differential geometry - The volume of boundary layer

nt.quantity idea – Finite teams arising as Galois teams of maximal unramified extension of quantity fields Answer

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nt.quantity idea – Finite teams arising as Galois teams of maximal unramified extension of quantity fields

I used to be questioning whether it is recognized for which quantity fields the maximal unramified (non-abelian) extension is of finite diploma or do we all know the finite teams that come up because the Galois teams of those finite diploma maximal unramified extensions.

I’ve seen the trifling group and the group of two parts as these Galois teams however not past that.

Thanks in forward.

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