Funder
Japan Society for the Promotion of Science
Publisher
Springer Science and Business Media LLC
Reference16 articles.
1. Balasubramanyam, B., Ghate, E., Vatsal, V.: On local Galois representations associated to ordinary Hilbert modular forms. Manuscr. Math. 142, 513–524 (2013)
2. Casselman, B.: $$GL_n$$. Algebraic number fields: $$L$$-functions and Galois properties. In: Algebraic number fields: $$L$$-functions and Galois properties. In: Proceedings of Symposium, University of Durham, Durham, 1975), pp. 663–704, Academic Press, London (1977)
3. Dimitrov, M., Ghate, E.: On classical weight one forms in Hida families. J. Théor. Nr. Bordx. 24(3), 669–690 (2012)
4. Ghate, E., Vatsal, V.: On the local behaviour of ordinary $$\Lambda $$-adic representations. Ann. Inst. Fourier (Grenoble) 54(7), 2143–2162 (2004)
5. Hida, H.: Galois representations into $$GL_2({\mathbb{Z}}_p[[X]])$$ attached to ordinary cusp forms. Invent. Math. 85, 545–613 (1986)
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