On Galois structure of the integers in e
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Yoshimasa Miyata
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Article
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2007
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Elsevier Science
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English
⚖ 212 KB
Let p be an odd prime number and k a finite extension of Q p . Let K/k be a totally ramified elementary abelian Kummer extension of degree p 2 with Galois group G. We determine the isomorphism class of the ring of integers in K as an oG-module under some assumptions. The obtained results imply there