This joint seminar aims to understand the paper A finiteness theorem for zero-cycles over p-adic fields[pdf] by Shuji Saito and Kanetomo Sato, in which they proved a conjecture of Colliot-Thelene on the structure of the Chow group of zero-cycles of p-adic
varieties.
- Joint Seminar Plan [pdf]
- Talk 1: The Albanese map on zero-cycles by Tong Jilong [pdf]
- Talk 2: Bloch-Ogus theory (over a field) and the coniveau spectral sequence by Tang Shun [pdf]
- Talk 3: Applications of Bloch-Ogus theory: Proof of Rojtman's theorem; K-theoretic
methods for CH_2 by Hu Yong [pdf]
- Talk 4: Some preliminaries on etale cohomology by Wei Dasheng[pdf]
- Talk 5: Homological cycle class map and Kato homology by Fang Jiangxue [pdf]
- Talk 6: The main theorem: statement and applications by Xu Fei [pdf]
- Talk 7: The vanishing theorem by Zheng Weizhe [pdf]
- Talk 8: Bertini theorem over discrete valuation rings by Liu Chunhui [pdf]
- Talk 9: Moving lemma for 1-cycles by Hu Xiaowen [pdf]
- Talk 10: Resolution of embedded singularities using blowups by Sheng Mao [pdf]
- Talk 11: The blowup formula and proof of the injectivity by Xu Fei [pdf]
- Talk 12: A restriction isomorphism for cycles of relative dimension 0 by Hu Yong [pdf]
- Albanese map for zero cycles by Hu Xiaowen[pdf]
- 合集 [pdf]