Time: 2:30 pm - 4:00 pm on Fridays
Location: Mason Hall 2330
This semester Shubhodip Mondal and I are organizing a learning seminar on (part of) Bhatt--Morrow--Scholze's work on integral p-adic Hodge theory.
Please email Shubhodip or me if you would like to join the mailing list for this seminar.
Date | Speaker | Topic | References | |
Lecture 1 | January 10th | Shizhang Li | Introduction and Organization | |
Lecture 2 | January 17th | Bhargav Bhatt | Hochschild Homology (and its various cousins) | |
Lecture 3 | January 24th | Ruian Chen | Simplicial and ∞-categories | |
Lecture 4 | January 31st | Andy Jiang | Cotangent complex | |
Lecture 5 | February 7th | Lukas Scheiwiller | Derived de Rham complex | |
Lecture 6 | February 14th | Jakub Witaszek | Flat descent of cotangent complex and HH | [BMS19, §3] |
Lecture 7 | February 21st^{*} | Emanuel Reinecke | Quasi-syntomic site | [BMS19, §4] |
Lecture 8 | February 28th | Shizhang Li | Negative cyclic homology and de Rham cohomology | [BMS19, §5] |
Lecture 9 | TBD | Shubhodip Mondal | What is... an E_{\infty} ring spectrum, really? | |
Lecture 10 | Introducing THH? | |||
Lecture 11 | Bökstedt's calculation | |||
Lecture 12 | THH over perfectoid base rings | [BMS19, §6] | ||
Lecture 13 | ||||
Lecture 14 | ||||
Lecture 15 |
Last updated: January 21st, 2020.
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