On Distinguished

@inproceedings{Flicker1991OnD,
  title={On Distinguished},
  author={RepresentationsYuval Z. Flicker},
  year={1991}
}
  • RepresentationsYuval Z. Flicker
  • Published 1991
for Zentralblatt. Let E=F be a (separable) quadratic extension of global elds with charF 6 = 2, and A X ; A X the X-adeles, X-ideles. Put G = GL(2). A cuspidal G(A E)-module 0 is called distinguished if there is a form 2 0 with R G(F)Z(A F)nG(A F) (h)dh 6 = 0: These 0 are characterized in the author's paper "Twisted tensors and Euler products", Bull.313, by a property of their "twisted-tensor" L-function L(s; 0 ; r); that it has a pole at s = 1. In this paper the distinguished 0 are… CONTINUE READING
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