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On the class numbers of certain Hilbert class fields
Authors:Akito Nomura
Institution:(1) Department of Mathematics, Kanazawa University, 920 Kanazawa, Japan
Abstract:LetL/k be a finite Galois extension with Galois groupG, and 
$$1 \to A \to E\xrightarrow{j}G \to 1$$
a group extension. We study the existence of the Galois extensionM/L/k such that the canonical projection Gal(M/k)→Gal(L/k) coincides with the given homomorphismj:E→G and thatM/L is unramified.
Keywords:
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