Quebec Mathematical Sciences Colloquium

November 20, 2020 from 15:00 to 16:00 (Montreal/Miami time) Zoom meeting

Hodge Theory of p-adic varieties

Colloquium presented by Wieslawa Niziol (CNRS, Sorbonne University)

Chaire Aisenstadt Chair Conference

Thematic Semester: Number Theory - Cohomology in Arithmetic

p-adic Hodge Theory is one of the most powerful tools in modern Arithmetic Geometry. In this talk, I will review p-adic Hodge Theory of algebraic varieties, present current developments in p-adic Hodge Theory of analytic varieties, and discuss some of its applications to problems in Number Theory.

As part of the Thematic Semester, Wieslawa Niziola will give a series of four lectures including this one (Hodge Theory of p-adic  varieties). The following three will take place from 9:30 a.m. to 10:30 a.m. on Monday November 30, Tuesday December 1st and Wednesday December 2, 2020.  Info and registration: http://www.crm.umontreal.ca/2020/Niziol20/index_e.php