1549380232-Automorphic_Forms_and_Applications__Sarnak_

(jair2018) #1

330


[Sh6]

[Sh7]

[Sh8]

[Sh9]

[ShlO]

[Shll]

[SJ

[Se]
[Si]

[Sp]

[T]

[W]

[Z]

FREYDOON SHAHID!, LANGLANDS-SHAHID! METHOD

___ Functional equation satisfied by certain L - functions,
Comp. Math. 37 (1978), 171 - 207.
___ On multiplicativity of local factors, in Festschrift in honor of
I.I. Piatetski Shapiro, Part II, Israel Mathematical Conference Pro-
ceedings 3 (1990), 279- 289.
___ Twists of a general class of L - functions by highly ramified char-
acters, Canad. Math. Bull. 43 (2000), 380 - 384.
___ Symmetric power L - functions for GL(2), in Elliptic Curves and
Related Topics, eds H. Kisilevsky and M.R. Murty, CRM Proc. and
Lecture Notes in Math. 4 (1994), 159 - 182, Montreal.
___ Fourier transforms of intertwining operators and Plancherel
measures for GL(n) Amer. J. of Math. 106 (1984), 67 - 111.
___ Automorhic L - functions and functoriality, Preceedings of the
International Congress of Mathematicians, Vol. II (2002, Beijing), 655-
666, Higher Education Press, Beijing, China, 2002.
J .A. Shalika, The multiplicity one for GLn, Ann. of Math. 100 (1974),
171 - 193.
J-P. Serre, Appendix to {Sh9}.
A. Silberger, The Langlands quotient theorem for p - adic groups,
Math. Ann. 236 (1978), 95 - 104.
T.A. Springer, Linear Algebraic Groups, PM9, Birkhiiuser, Boston,
1981.
J. Tate, Number theoretic background, Proc. Sympos. Pure Math., AMS
33, II (1979), 3-26.
N.R. Wallach, Asymptotic expansions of generalized matrix entries of
representations of real reductive groups, in Li e Group Representations
I, SLN 1024, Springer- Verlag (1983), 287 - 369.
Y. Zhang, The holomorphy and nonvanishing of normalized local in-
tertwining operators, Pacific J. Math. 180 (1997), 385- 398.
Free download pdf