On the Gras Conjecture for Imaginary Quadratic Fields
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Published:2013-03-01
Issue:1
Volume:56
Page:148-160
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ISSN:0008-4395
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Container-title:Canadian Mathematical Bulletin
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language:en
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Short-container-title:Can. math. bull.
Author:
Oukhaba Hassan,Viguié Stéphane
Abstract
AbstractIn this paper we extend K. Rubin's methods to prove the Gras conjecture for abelian extensions of a given imaginary quadratic field k and prime numbers p that divide the number of roots of unity in k.
Publisher
Canadian Mathematical Society
Subject
General Mathematics