## Further Refinement of Strong Multiplicity One for Gl(2)

- NAHID WALJI
- 2014

In this Note, we prove three theorems. Throughout, F will denote a number field with absolute Galois group GF = Gal(F̄ /F ), and the adele ring AF = F∞ × AF,f . When ρ is an irreducible continuous 2– dimensional C representation of GF , one says that it is icosahedral, resp. octahedral, resp. tetrahedral, resp. dihedral when the projective image of ρ(GF… (More)

@inproceedings{Wang2008OnTS,
title={On the Symmetric Powers of Cusp Forms on Gl(2) of Icosahedral Type},
author={Song Yan Wang},
year={2008}
}