SYNTOMIC COHOMOLOGY AND p-ADIC REGULATORS FOR VARIETIES OVER p-ADIC FIELDS ´ R, ˇ WIESLAWA NIZIOL JAN NEKOVA Abstract. We show that the logarithmic version of the syntomic cohomology of Fontaine and Messing - Étale topology - Document - PDFSEARCH.IO

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	SYNTOMIC COHOMOLOGY AND p-ADIC REGULATORS FOR VARIETIES OVER p-ADIC FIELDS ´ R, ˇ WIESLAWA NIZIOL JAN NEKOVA Abstract. We show that the logarithmic version of the syntomic cohomology of Fontaine and Messing Add to Reading List Document Date: 2013-09-27 15:49:52 Open Document File Size: 656,14 KB Share Result on Facebook City Beijing / / Company Hst / Theorem A. / Selmer / Let us / / Country United Kingdom / / Event Product Recall / Product Issues / / Facility Fields Institute / Rham complex / University of Padova / / Organization National Science Foundation / Fields Institute in Toronto / University of Padova / / Person Bruno Chiarellotto / Laurent Berger / JAN NEKOVA / Fontaine / Pierre Colmez / Weizhe Zheng / Amnon Besser / Luc Illusie / Laurent Berger Appendix / / Position second author / / Product Acr / / SocialTag Cohomology theories Hodge theory Algebraic topology Algebraic number theory Crystalline cohomology P-adic Hodge theory Cohomology Étale cohomology De Rham cohomology Abstract algebra

SYNTOMIC COHOMOLOGY AND p-ADIC REGULATORS FOR VARIETIES OVER p-ADIC FIELDS ´ R, ˇ WIESLAWA NIZIOL JAN NEKOVA Abstract. We show that the logarithmic version of the syntomic cohomology of Fontaine and MessingAdd to Reading List