Algebraic number theory : J.
S. Milne , William Stein
,
Cambridge.
Langlands program :
Suggested first reading : Langlands conjectures for GL(n) by
James W. Cogdell.
Other texts by Cogdell :
Analytic theory of L-functions for GL(n) ,
Dual groups and Langlands functoriality.
Gérard Laumon :
La correspondance de Langlands sur les corps de fonctions,
d'après Laurent Lafforgue, exposé Bourbaki.
Edward Frenkel :
Recent Advances in the Langlands Program.
The work of Robert Langlands at UBC Sun SITE :
main page ,
bibliography.
Laumon, Rapoport and Stuhler, D-elliptic sheaves and the Langlands correspondence,
Inventiones mathematicae, Volume: 113, 217-338, 1993.
Laurent Berger and Christophe Breuil,
Towards a p-adic Langlands programme.
Marie-Noëlle Panichi.
Laurent Lafforgue, La théorie de Galois et l'arithmétique, Images des Mathématiques 2004, CNRS.
Biographies of mathematicians at University of St Andrews, Scotland :
Weil,
Grothendieck,
Langlands. Grothendieck Circle.
Comme Appelé du Néant--As If Summoned from the Void: The Life of Alexandre Grothendieck, by Allyn Jackson, Notices of the AMS, October 2004, Volume 51, Number 9.
Second part.
KONTSEVICH M., ZAGIER D.:
Periods.
Date: 5/2001. Ref.: IHES/M/01/22.
Bhargav Bhatt's Book Archive.
Connes,
Noncommutative Geometry and the Riemann zeta function,
PDF ,
PS .