000			02670nmm a2200193Ia 4500
008			230306s9999||||xx |||||||||||||||||und||
020			_a9780821876749 (online)
245		0	_aRepresentation theory and number theory in connection with the local Langlands conjecture : _bproceedings of a conference held December 814, 1985 with support from Stiftung Volkswagenwerk, Bayerisches Staatsministerium fur Unterricht und Kultus, and Gesellschaft der Freunde der Universitat
260			_aProvidence, R.I. : _bAmerican Mathematical Society, _cc1989
300			_a1 online resource (xiii, 266 p. : ill.)
490			_aContemporary mathematics _vv. 86 _x10983627
500			_aPapers from the Conference on Representation Theory and Number Theory in Connection with the Local Langlands Conjecture, held at the University of Augsburg, Augsburg, West Germany.
504			_aIncludes bibliographies.
505			_tThe irreducible representations of the multiplicative group of a tame division algebra over a local field (following H. Koch and E.W. Zink) ; Sequences of Eisenstein polynomials and arithmetic in local division algebras ; Koch's classification of the primitive representations of a Galois group of a local field ; On the numerical local Langlands conjecture ; Ramifications of Weilrepresentations of local Galois groups ; Representations of certain group extensions ; Trace calculations ; Root numbers the tame case ; Representations of locally profinite groups ; The Theorems of Bernstein and Zelevinskii ; Principal Orders and Congruence Gauss Sums ; The Functional Equation _\epsilon _Factors ; Root Numbers and the Local Langlands Conjecture ; On the Exceptional Representations of _\mathrm GL_n _ ; Characters of Representations of _D^*_n _ (Tamely Ramified Case) ; Matching and Formal Degrees for Division Algebras and _\mathrm GL_n _ over a _p _adic Field ; Tame Representations and Base Change ; Gauss Sums and Supercuspidal Representations of _\mathrm GL_n _ ; Identities on Degree Two Gamma Factors ; A Conjecture on Minimal Ktypes for _\mathrm GL_n _ over a _p _adic Field ; Preuve de la Conjecture de Langlands Locale Numerique pour _\mathrm GL(n) _ _rE Becker and B Kulshammer ; J Rohlfs ; Moshe Jarden ; M Lorenz ; H Opolka ; W Willems ; J Brinkhuis ; G R Everest ; K Wingberg ; U Jannsen ; S M J Wilson ; J Queyrut ; M Taylor ; Phil Kutzko ; L Corwin ; P J Sally Jr ; A Frohlich ; C J Bushnell ; P Gerardin and WenCh'ing Winnie Li ; A Moy ; G Henniart
650			_aAlgebraic number theory
650			_aRepresentations of groups
700			_aRitter J
856			_uhttp://www.ams.org/conm/086/
999			_c28501 _d28501