Locally Indecomposable Galois Representations
2011 ◽
Vol 63
(2)
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pp. 277-297
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Abstract In a previous paper the authors showed that, under some technical conditions, the local Galois representations attached to the members of a non-CM family of ordinary cusp forms are indecomposable for all except possibly finitely many members of the family. In this paper we use deformation theoretic methods to give examples of non-CM families for which every classical member of weight at least two has a locally indecomposable Galois representation.
2008 ◽
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pp. 99-177
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2005 ◽
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2018 ◽
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