Semistable conjecture via k-theory: integral case
| Title | Semistable conjecture via k-theory: integral case |
| Publication Type | dissertation |
| School or College | College of Science |
| Department | Mathematics |
| Author | Chen, Chih-Chieh |
| Date | 2014-05 |
| Description | Nizio l proved a p-adic comparison isomorphism of semistable schemes via K-theory. In this paper, we generalize it to integral setting; to make the classical argument work, we need the Gysin map and Grothendieck-Riemann-Roch in the log crystalline setting, and we generalize the method of Berthelot, and Gillet-Messing, respectively. |
| Type | Text |
| Publisher | University of Utah |
| Subject | K-theory; P-adic Hodge theory |
| Dissertation Institution | University of Utah |
| Dissertation Name | Doctor of Philosophy |
| Language | eng |
| Rights Management | Copyright © Chih-Chieh Chen 2014 |
| Format | application/pdf |
| Format Medium | application/pdf |
| Format Extent | 580,127 Bytes |
| Identifier | etd3/id/2897 |
| ARK | ark:/87278/s67t0wxt |
| Setname | ir_etd |
| ID | 196466 |
| Reference URL | https://collections.lib.utah.edu/ark:/87278/s67t0wxt |