Algebraic number fields: (L-functions and Galois properties) : proceedings of a symposium

Albebraic Number Fields
Preface
Contents
Character theory and Artin L-functions - J. Martinet
Local constants -
J. T. Tate
(prepared in collaboration with C.J. Bushnell & M.J. Taylor)
Galois module structure - A. Frohlich
Modular forms of weight one and Galois representations -
J.-P. Serre
(prepared in collaboration with C.J. Bushnell)
p-adic L-functions and Iwasawa1s theory -
John Coates
Class Fields for Real Quadratic Fields and L-series at 1 - H.M. Stark
On Conductors and Discriminants - A.M. Odlyzko
A Relation Between ζK(s) and ζK(s-1) for any
Algebraic Number Field K -
Audrey Terras
Some Global Norm Density Results obtained from an
Extended Cebotarev Density Theorem - R. Odoni
A Survey of Class Groups of Integral Group Rings - Stephen V. Ullom
H8 - J. Martinet
Un centre-example a une conjecture de J. Martinet
- Jean Cougnard
A Stickelberger Condition on Galois module structure
for Kummer extensions of Prime degree - Leon R. McCulloh
Stickelberger without Gauss sums - A. Frohlich
Fields of class two and Galois cohomology - H. Koch
On p-closed number fields and an analogue of Riemann’s
existence theorem - Olaf Neumann
Holomorphy of Quotients of Zeta-Functions - Robert W. van der Waall
GLn - W. Casselman