1549380232-Automorphic_Forms_and_Applications__Sarnak_

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BIBLIOGRAPHY 177


  1. ___ , Automorphic L-functions and Functoriality. Proc. ICM 2002, Beijing
    II (2002), 655-666.

  2. ___ , Langlands-Shahidi method. PCMI Lectures, this volume.

  3. J. Shalika, The multiplicity one theorem for GL(n). Ann. Math. 100 (1974),
    171-193.

  4. G. Shimura, On modular forms of half integral weight. Ann. Math. 97 (1973),
    440-481.

  5. T. Shintani, On an explicit formula for class-1 "Whittaker functions" on GLn
    over ~-adic fields. Proc. Japan Acad. 52 (1976), 180-182.

  6. D. Soudry, On Langlands functoriality from classical groups to GLn [IHP
    Lectures, Spring 2000]. Asterisque, to appear.

  7. E. Stade, Mellin transforms of GL(n, ~) Whittaker functions. Amer. J. Math.
    123 (2001), 121-161.

  8. ___ , Archimedean L -factors on GL(n) x GL(n) and generalized Barnes
    integrals. Israel J. Math. 127 (2002), 201-219.

  9. J. Tate, Fourier Analysis in Number Fields and Hecke's Zeta-Functions. Alge-
    braic Number Theory (J.W.S. Cassels and A. Frolich, eds.), Academic Press,
    London, 1967, 305 -347.

  10. ___ , Number theoretic background. Proc. Symp. Pure Math. 33 , part 2,
    3-26.

  11. R. Taylor, Galois representations. Proc. ICM 2002, Beijing I (2002), to ap-
    pear.

  12. N. Wallach, Real Reductive Groups, I & II, Academic Press, Boston, 1988 &
    1992.

  13. A. Weil, Uber die Bestimmung Dirichletscher Reihen durch Funktionalgle-
    ichungen. Math. Ann. 168 (1967), 149-156.

  14. ___ ,Basic Number Theory, Springer- Verlag, Berlin, 1974.

  15. A. Zelevinsky, Induced representations of reductive p-adic groups, II. Irre-
    ducible representations of GL(n). Ann. scient. Ee. Norm. Sup., 4e serie, 13
    (1980), 165-210.

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