Number Theory Seminar

Unramifiedness of weight 1 Hilbert Hecke algebras

Mladen Dimitrov, Department of Mathematics, University of Lille,

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We prove that the Galois pseudo-representation valued in the mod p^n cuspidal Hecke algebra for GL(2) over a totally real number field of parallel weight 1 and level prime to p is unramified at any place above p. This is a joint work with Shaunak V. Deo and Gabor Wiese.

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