TY  - BOOK
AU  - Ritter,J.
TI  - Representation Theory and Number Theory in Connection with the Local Langlands Conjecture
T2  - Contemporary Mathematics
SN  - 9780821876749
AV  - QA241 -- .R44 1989eb 
U1  - 512/.74 
PY  - 1989///
CY  - Providence
PB  - American Mathematical Society
KW  - Algebraic number theory -- Congresses
KW  - Representations of groups -- Congresses
KW  - Electronic books
N1  - Intro -- Contents -- Preface -- Participants -- The irreducible representation 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. -- Ramification of Weil representations of local Galois groups. -- Representations of certain group extensions. -- Trace calulations. -- 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 є-factors -- Root numbers and the local Langlands conjecture. -- On the exceptional representations of GLN. -- Characters of representations of Dn. -- Matching and formal degrees for division algebras and GLn over a p-adic field. -- Tame representations and base change. -- Gauß sums and supercuspidal representations of GLn. -- Identitiés on degree two gamma factors. -- A conjecture on minimal K-types for GLn over a p-adic field. -- Preuve de la conjecture de Langlands locale numerique pour GL(n). -- References
UR  - https://ebookcentral.proquest.com/lib/orpp/detail.action?docID=3113037
ER  -