On Tunnell’s formula for characters of $GL\left(2\right)$

 Access to full text

 Full (PDF)

1. [A-C] Arthur, J. and Clozel, L.: Simple algebras, base change, and the advanced theory of the trace formula, Annals of Math. Studies 120, Princeton Univ. Press (1989). Zbl0682.10022MR1007299
2. [G] Godement, G.: Notes on Jacquet-Langlands theory, Lecture note at Institute for Advanced Study (1970). 
3. [J-L] Jacquet, H. and Langlands, R.P.: Automorphic forms on GL(2), Lecture notes in Math. 14, Springer (1970). Zbl0236.12010MR401654
4. [L] Langlands, R.P.: Base change for GL(2), Annals of Math. Studies96, Princeton Univ. Press (1980). Zbl0444.22007MR574808
5. [T] Tunnell, J.: Local ε-factors and characters of GL 2, Amer. J. Math.105 (1983), 1277-1308. Zbl0532.12015
6. [Y] Yoshida, H.: On extraordinary representations of GL 2, Algebraic number theory, Japan Soc. for the promotion of science, Tokyo (1977). MR492093

1. Dipendra Prasad, On an extension of a theorem of Tunnell
2. Jan Nekovář, Growth of Selmer groups of Hilbert modular forms over ring class fields