A Finiteness theorem for zero-cycles over $p$-adic fields

Shuji Saito; Kanetomo Sato

A Finiteness theorem for zero-cycles over $p$-adic fields

代数几何 2010-01-24 v6 数论

作者: Shuji Saito , Kanetomo Sato

摘要

In this paper we prove a finiteness result concerning the Chow group of zero-cycles for varieties over $p$ -adic local fields. In this final version, there are several corrections concerning mathematical symbols and reference to related known results.

关键词

algebraic cycles and chow groups fields p-adic hodge theory

引用

@article{arxiv.math/0605165,
  title  = {A Finiteness theorem for zero-cycles over $p$-adic fields},
  author = {Shuji Saito and Kanetomo Sato},
  journal= {arXiv preprint arXiv:math/0605165},
  year   = {2010}
}

备注

42 pages (final version, to appear in Ann. of Math., accepted on September 2007) There is no mathematical change from the previous version. Several minor points has been improved, and a new reference [CT5] has been added

A Finiteness theorem for zero-cycles over $p$-adic fields

摘要

关键词

引用

备注

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