ec 2 00 1 A Note on Arithmetic Cohomologies for Number Fields

@inproceedings{Weng2008ec20,
  title={ec 2 00 1 A Note on Arithmetic Cohomologies for Number Fields},
  author={Lin Weng},
  year={2008}
}
Let F be a number field with discriminant ∆F . Denote its (normalized) absolute values by SF , and write SF = Sfin · ∪ S∞, where S∞ denotes the collection of all archimedean valuations. For simplicity, we use v (resp. σ) to denote elements in Sfin (resp. S∞). Denote by A = AF the ring of adeles of F , and Glr(A) the rank r general linear group over A, and… CONTINUE READING