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Base Change for GL(2). (AM-96) (Annals of Mathematics Studies)
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Base Change for GL(2). (AM-96) (Annals of Mathematics Studies) Unknown - 1980

by Langlands, Robert P


From the publisher

R. Langlands shows, in analogy with Artin's original treatment of one-dimensional p, that at least for tetrahedral p, L(s, p) is equal to the L-function L(s, ?) attached to a cuspdidal automorphic representation of the group GL(2, /A), /A being the adle ring of the field, and L(s, ?), whose definition is ultimately due to Hecke, is known to be entire. The main result, from which the existence of ? follows, is that it is always possible to transfer automorphic representations of GL(2) over one number field to representations over a cyclic extension of the field. The tools he employs here are the trace formula and harmonic analysis on the group GL(2) over a local field.

Details

  • Title Base Change for GL(2). (AM-96) (Annals of Mathematics Studies)
  • Author Langlands, Robert P
  • Binding unknown
  • Pages 248
  • Language ENG
  • Publisher Princeton University Press
  • Date 1980-07
  • ISBN 9780691082721
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Base Change for GL(2)

Base Change for GL(2): Annals of Mathematical Studies Number 96

by LANGLANDS, Robert P.

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ISBN 10 / ISBN 13
9780691082721 / 0691082723
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Description:
236pp, spine faded, from the library of Robert Langlands with his name stamp on the flyleaf, otherwise unmarked.
Item Price
£36.32
£9.69 shipping to USA