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Λ-adic Kolyvagin Systems
In this paper we study Kolyvagin Systems, as defined by Mazur and Rubin, over the cyclotomic Zp-tower for a Gal(Q=Q) representation T. We prove, under certain hypotheses, that the module of -adic Kolyvagin Systems for the cyclotomic deformation T is free of rank one over the cyclotomic Iwasawa al
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