Special Year Workshop on p-adic Arithmetic Geometry

Special Year Workshop on p-adic Arithmetic Geometry

Institute for Advanced Study via YouTube Direct link

Igusa Stacks and Local-Global Compatibility - Mingjia Zhang

4 of 15

4 of 15

Igusa Stacks and Local-Global Compatibility - Mingjia Zhang

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Classroom Contents

Special Year Workshop on p-adic Arithmetic Geometry

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  1. 1 Revisiting the Motivic Cohomology of Schemes - Matthew Morrow
  2. 2 p-adic Non-Abelian Hodge Theory via Moduli Stacks - Ben Heuer
  3. 3 Singularities in Mixed Characteristic via Alterations - Karl Schwede
  4. 4 Igusa Stacks and Local-Global Compatibility - Mingjia Zhang
  5. 5 On the K-theory of Z/p^n - Achim Krause
  6. 6 Characteristic Classes of Étale Local Systems - Alexander Petrov
  7. 7 Prismatic Crystals, q-Higgs Modules, and their Cohomology - Takeshi Tsuji
  8. 8 p-adic Analytic Geometry and Chromatic Homotopy Theory - Tomer Schlank
  9. 9 Analytic prismatization - Peter Scholze
  10. 10 A Kirillov Model for Completed Cohomology - Pierre Colmez
  11. 11 Duality Theorems for p-adic Pro-Étale Cohomology of Stein Spaces - Wieslawa Niziol
  12. 12 Some Vanishing Results for Rational Completed Cohomology of Shimura Varieties - Lue Pan
  13. 13 The Analytic Topology Suffices for the B_dR^+-Grassmannian - Kęstutis Česnavičius
  14. 14 Categorification and Geometry - Lars Hesselholt
  15. 15 Multiplicative Polynomial Laws and Commutative Group Schemes - Akhil Mathew

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