Unramified 3-extensions over cyclic cubic fields

Nomura, Akito

doi:10.2140/pjm.2007.230.167

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Unramified 3-extensions over cyclic cubic fields

Abstract: We study the existence of unramified 3-extensions over cyclic cubic fields.As an application, we study the class number relation between certain cubic fields.

Cited by 4 publications

References 7 publications

Notes on the minimal number of ramified primes in some l-extensions of Q

Notes on the minimal number of ramified primes in some l-extensions of Q

On Galois extensions with prescribed decomposition groups

A note on the $3$-class field tower of a cyclic cubic field

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