Papers 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.

Includes bibliographies.

The 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 actors ; Root Numbers and the Local Langlands Conjecture ; On the Exceptional Representations of mathrm GL_n ; Characters of Representations of ^*_n (Tamely Ramified Case) ; Matching and Formal Degrees for Division Algebras and mathrm GL_n over a dic 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 dic Field ; Preuve de la Conjecture de Langlands Locale Numerique pour mathrm GL(n) E 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