• Index
  • Projects
Home
Blog
Index
Personal Home
Learning Resources
Resource Recommendations
2022 Research 14
900_Changelog
Todos
Day Planners 6
IW-Queues 2
MOCs 3
Projects
0000 Reading Notes 7
0000 Talks 1
Talk Surface bundles, mapping class groups, moduli spaces, and cohomology
2019 AWS 1
Arizona Winter School 2019
Condensed Mathematics
Floer Reading Group Fall 2020
2020 Floer Reading Group 3
2020 Formal Groups and Spectra 1
Class Field Theory Notes (Pete Clark)
Chern Simons and TFTs MSRI Fall 2021
2021 Fargues Fontaine 1
2021 Fargues Fontaine MOC
Representation Stability, ECHT Minicourse Notes
2022 AWS 2
2022 Advanced Qual Projects 8
2022 DRP 5
2022 Reading Group 2
2022 Summer Jacobians 3
2022 Talbot 5
Deformation Theory Notes
9999IP Homological Stability 1
Stacks, Jarod Alpers Minicourse Notes
Symplectic Geometry, Course Notes
Oral_Exam 2
2021 Topological Recursion Research Project
Quick_Notes 102
Seminars and Talks 3
To Review 50
Unsorted 1439
Zotnotes 53
_components 1
files without tags
unlinked files output
unresolved links output
unresolved\ links\ output

2021 Fargues Fontaine MOC

Last modified date: <%+ tp.file.last_modified_date() %>


- Tags: - #MOC #arithmetic-geometry/p-adic-hodge-theory - Refs: - Seminar notes: https://www.math.columbia.edu/~phlee/SeminarNotes/FarguesFontaine.pdf#page=1 #resources/notes - attachments/Geometric Langlands, Perfectoid Spaces, Fargues-Fontaine Overview.pdf #resources/notes - https://arxiv.org/pdf/math/0607182.pdf#page=4 #resources/papers - http://people.math.harvard.edu/~lurie/ffcurve/Lecture1-Overview.pdf #resources/course-notes - Links: - Projects/2021 Fargues Fontaine/Fargues Fontaine Notes - Reading Group_Fargues Fontaine Curve - perfectoid MOC - tilting - p-adic Hodge theory - local Langlands


2021 Fargues Fontaine MOC

attachments/Pasted%20image%2020220514181645.png

attachments/Pasted%20image%2020220515004900.png

attachments/Pasted%20image%2020220515005609.png

A_inf

See prismatic cohomology attachments/Pasted%20image%2020220515001810.png

Links to this page
  • spec Z as a curve
    2021 Fargues Fontaine MOC
  • geometric Langlands

    - Tags: - #todo/untagged - Refs: - Recommended reading: https://sites.google.com/site/geometriclanglands2014/suggested-reading-and-references - Links: - 2021 Fargues Fontaine MOC

  • Fargues-Fontaine Reading Notes
    Projects/2021 Fargues Fontaine MOC
#MOC #arithmetic-geometry/p-adic-hodge-theory #resources/notes #resources/papers #resources/course-notes
Generated by Emanote.