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Displaying similar documents to “Module structure of rings of integers in octahedral extensions”

On metacyclic extensions

Masanari Kida (2012)

Journal de Théorie des Nombres de Bordeaux

Similarity:

Galois extensions with various metacyclic Galois groups are constructed by means of a Kummer theory arising from an isogeny of certain algebraic tori. In particular, our method enables us to construct algebraic tori parameterizing metacyclic extensions.